Dilip Datta

LaTeX in 24 HoursA Practical Guide for Scientific Writing

Dilip Datta

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

ISBN 978-3-319-47830-2e-ISBN 978-3-319-47831-9

DOI 10.1007/978-3-319-47831-9

Library of Congress Control Number: 2016956633

© Springer International Publishing AG 2017

This work is subject to copyright. All rights are reserved by the Publisher, whether the whole or part of the material is concerned, specifically the rights of translation, reprinting, reuse of illustrations, recitation, broadcasting, reproduction on microfilms or in any other physical way, and transmission or information storage and retrieval, electronic adaptation, computer software, or by similar or dissimilar methodology now known or hereafter developed.

The use of general descriptive names, registered names, trademarks, service marks, etc. in this publication does not imply, even in the absence of a specific statement, that such names are exempt from the relevant protective laws and regulations and therefore free for general use.

The publisher, the authors and the editors are safe to assume that the advice and information in this book are believed to be true and accurate at the date of publication. Neither the publisher nor the authors or the editors give a warranty, express or implied, with respect to the material contained herein or for any errors or omissions that may have been made.

Printed on acid-free paper

This Springer imprint is published by Springer Nature

The registered company is Springer International Publishing AG

The registered company address is: Gewerbestrasse 11, 6330 Cham, Switzerland

To My Parents

who gifted me the life

Preface

The necessity for writing this book was felt long back, during my Ph.D. work, when I saw students and researchers struggling with LaTeX for preparing their articles and theses. A very limited number of books on LaTeX are available in markets. Of course, a lot of resources on this subject can be obtained freely from the internet. However, most of the books emphasize on detailed documentation of LaTeX, while the internet-based resources are topic-specific. But people are either unable or not interested to spare time, during their busy schedules of research works, to understand and learn the detailed genotype of LaTeX covered in books, or to collect materials from different websites. Instead, they prefer to get direct and concise applications of various LaTeX syntax in a single window, which they can modify easily, so as to get their works done in the least time and with the least effort. This is the motivation for writing the book. The book has been prepared by following a huge number of existing books and internet-based resources, as well as my personal experience with LaTeX (but the Bibliographic list has been shortened referring only to some famous resources). An attempt is made here to present materials in such a way that, at least, a similar book can be produced using only this book. Using only the raw version of this book, many of my students have already learned LaTeX successfully up to the level of preparing articles and dissertations . Hence, I am confident that the book would be able to cater to the needs of other students and professionals also, who want to learn and use LaTeX in a short time. Suggestions for any correction, modification, addition, or deletion will be highly appreciated (the same may be mailed to ddatta@tezu.ernet.in, datta_dilip@rediffmail.com or ddatta@iitkalumni.org).

The book, LaTeX in 24 Hours: A Practical Guide for Scientific Writing , explains the basic LaTeX2 ε required for writing scientific documents. Applications of most of the discussed LaTeX syntax are presented in such a way that a reader would be able to use them directly without any confusion, however maybe with some minor modifications as per requirement. In many cases, multiple procedures are presented for producing a single item. The main part of the book is stretched over 276 pages dividing into 24 chapters, named as Hours. Hour 1 introduces LaTeX, including how a LaTeX document is prepared and compiled. Various LaTeX syntax required for fonts selection, texts and page formatting, items listing, table preparation, figure insertion and drawing, equation writing, user-defined macros, bibliography preparation, list of contents and index generation, and some other miscellaneous issues are discussed in Hours 2 – 18 . Hours 19 and 20 explain the preparation of complete documents, such as letter, article, book, and report. Since a work often needs to be presented to an audience, slide preparation is also explained in Hours 21 and 22 . Being an unavoidable fact, error and warning messages generated in different cases are discussed in Hour 23 . Finally, some exercises are included for learners in Hour 24 . Further, LaTeX commands for producing different symbols are presented in Appendix A.

I am thankful to my Ph.D. supervisor, Prof. Kalyanmoy Deb, Indian Institute of Technology Kanpur, India (presently in Michigan State University, USA), from whom I could learn many things about LaTeX. In fact, I was inspired to work with LaTeX from him only. I am also thankful to my friend, Dr. Shamik Choudhury (working in GE Capital, Bengaluru, India), who helped me in preparing and compiling my very first LaTeX document. My special thanks are due to my better half, Madhumita, and beloved daughters, Devoshree and Tanushree, from whom I got continuous inspiration and support for writing the book. Finally, I am indebted to my parents, late Paresh Chandra Datta and late Saraju Datta, whose blessings have brought me to this height to be able to write a book.

Dilip Datta

Tezpur, India

September 2016

Contents

1 Introduction 1

1.​1 What Is LaTeX?​ 1

1.​2 Why LaTeX Over Other Word Processors?​ 1

1.​3 How to Prepare a LaTeX Input File?​ 2

1.​4 How to Compile a LaTeX Input File?​ 4

1.​5 LaTeX Syntax 5

1.​5.​1 Commands 5

1.​5.​2 Environments 6

1.​5.​3 Packages 6

1.​6 Keyboard Characters in LaTeX 7

1.​7 How to Read this Book?​ 8

2 Fonts Selection 9

2.​1 Text-Mode Fonts 9

2.​2 Math-Mode Fonts 11

2.​3 Emphasized Fonts 12

2.​4 Colored Fonts 13

3 Formatting Texts I 15

3.​1 Sectional Units 15

3.​2 Labeling and Referring Numbered Items 16

3.​3 Texts Alignment 18

3.​4 Quoted Texts 18

3.​5 New Lines and Paragraphs 19

3.​5.​1 Creating New Lines 19

3.​5.​2 Creating New Paragraphs 20

3.​6 Creating and Filling Blank Space 21

3.​7 Producing Dashes Within Texts 24

3.8 Preventing Line Break $$ ^* $$ 24

3.9 Adjusting Blank Space After a Period Mark $$ ^* $$ 24

3.10 Hyphenating a Word $$ ^* $$ 25

4 Formatting Texts II 27

4.1 Increasing Depth of Sectional Units $$ ^* $$ 27

4.2 Changing Titles and Counters of Sectional Units $$ ^* $$ 28

4.​3 Multiple Columns 29

4.​3.​1 Multiple Columns Related Parameters 30

4.​3.​2 A Flexible Approach to Generate Multiple Columns 30

4.​4 Mini Pages 31

4.​5 Foot Notes 32

4.5.1 Foot Notes in Mini Pages $$ ^* $$ 33

4.5.2 Altering the Pattern of Foot Notes $$ ^* $$ 34

4.6 Marginal Notes $$ ^* $$ 35

5 Page Layout and Style 37

5.​1 Page Layout 37

5.​1.​1 Standard Page Layout 37

5.1.2 Formatting Page Layout $$ ^* $$ 38

5.1.3 Increasing the Height of a Page $$ ^* $$ 39

5.​2 Page Style 40

5.​3 Running Header and Footer 40

5.3.1 Header with the headings Style 41

5.3.2 Header with the myheadings Style 42

5.3.3 Header and Footer with the fancy Style Under the fancyheadings Package $$ ^* $$ 43

5.3.4 Header and Footer with the fancy Style Under the fancyhdr Package $$ ^* $$ 45

5.​4 Page Breaking and Adjustment 46

5.​5 Page Numbering 46

6 Listing and Tabbing Texts 49

6.​1 Listing Texts 49

6.1.1 Numbered Listing Through the enumerate Environment 49

6.1.2 Unnumbered Listing Through the itemize Environment 53

6.1.3 Listing with User-Defined Labels Through the description Environment 54

6.​1.​4 Nesting Different Listing Environments 55

6.1.5 Indentation of Listed Items $$ ^{*} $$ 56

6.2 Tabbing Texts Through the tabbing Environment 57

6.2.1 Adjusting Column Width in the tabbing Environment 57

6.2.2 Adjusting Alignment of Columns in the tabbing Environment $$ ^* $$ 58

7 Table Preparation I 59

7.1 Table Through the tabular Environment 59

7.2 Table Through the tabularx Environment 60

7.​3 Vertical Positioning of Tables 62

7.4 Sideways (Rotated) Texts in Tables $$ ^* $$ 62

7.5 Adjusting Column Width in Tables $$ ^* $$ 63

7.6 Additional Provisions for Customizing Columns of Tables $$ ^* $$ 64

7.​7 Merging Rows and Columns of Tables 66

7.8 Table Wrapped by Texts $$ ^* $$ 68

7.9 Table with Colored Background $$ ^* $$ 68

8 Table Preparation II 71

8.1 Nested Tables $$ ^* $$ 71

8.2 Column Alignment About Decimal Point $$ ^* $$ 71

8.3 Side-by-Side Tables $$ ^* $$ 73

8.4 Sideways (Rotated) Table $$ ^* $$ 75

8.5 Long Table on Multiple Pages $$ ^* $$ 76

8.​6 Tables in Multi-column Documents 78

8.7 Foot Notes in Tables $$ ^* $$ 78

8.8 Changing Printing Format of Tables $$ ^* $$ 79

8.​9 Tables at the End of a Document 80

9 Figure Insertion 81

9.​1 Commands and Environment for Inserting Figures 81

9.​2 Inserting a Simple Figure 82

9.3 Side-by-Side Figures $$ ^* $$ 83

9.​4 Sub-numbering a Group of Figures 85

9.5 Figure Wrapped by Texts $$ ^* $$ 86

9.​6 Rotated Figure 87

9.7 Mathematical Notations in Figures $$ ^* $$ 87

9.8 Figures in Tables $$ ^* $$ 89

9.​9 Figures in Multi-column Documents 89

9.10 Changing Printing Format of Figures $$ ^* $$ 89

9.​11 Figures at the End of a Document 90

9.12 Editing LaTeX Input File Involving Many Figures $$ ^* $$ 90

10 Figure Drawing 91

10.​1 Circles and Circular Arcs 92

10.2 Straight Lines and Vectors $$ ^* $$ 93

10.3 Curves $$ ^* $$ 95

10.4 Oval Boxes $$ ^* $$ 96

10.5 Texts in Figures $$ ^* $$ 97

10.6 Compound Figures $$ ^* $$ 100

11 Equation Writing I 101

11.​1 Basic Mathematical Notations and Delimiters 101

11.​2 Mathematical Operators 103

11.​3 Mathematical Expressions in Text-Mode 104

11.​4 Simple Equations 104

11.​4.​1 Eliminating Equation Numbering 105

11.​4.​2 Overwriting Equation Numbering 105

11.4.3 Changing Printing Format of Equations $$ ^* $$ 105

11.​5 Array of Equations 107

11.6 Left Aligning an Equation $$ ^* $$ 109

11.7 Sub-numbering a Set of Equations $$ ^* $$ 111

12 Equation Writing II 113

12.​1 Texts and Blank Space in Math-Mode 113

12.​2 Conditional Expression 114

12.​3 Evaluation of Functional Values 115

12.4 Splitting an Equation into Multiple Lines $$ ^* $$ 115

12.​5 Vector and Matrix 117

12.​6 Overlining and Underlining 119

12.7 Stacking Terms $$ ^* $$ 120

12.8 Side-by-Side Equations $$ ^* $$ 123

13 User-Defined Macros 125

13.​1 Defining New Commands 125

13.​1.​1 New Commands Without Argument 126

13.​1.​2 New Commands with Mandatory Arguments 126

13.​1.​3 New Commands with Optional Arguments 128

13.2 Redefining Existing Commands $$ ^* $$ 128

13.​3 Defining New Environments 130

13.​3.​1 New Environments Without Argument 130

13.​3.​2 New Environments with Arguments 131

13.​3.​3 Theorem-Like Environments 131

13.3.4 Floating Environments for Textual Materials $$ ^* $$ 133

13.4 Redefining Existing Environments $$ ^* $$ 135

14 Bibliography with LaTeX 137

14.​1 Preparation of Bibliographic Reference Database 137

14.​2 Citing Bibliographic References 138

14.3 Compiling thebibliography Based LaTeX Input File 140

15 Bibliography with BIBTEX Program 141

15.​1 Preparation of BIBTEX Compatible Reference Database 141

15.​2 Standard Bibliographic Styles of LaTeX 146

15.3 Use of the natbib Package 147

15.​4 Compiling BIBTEX based LaTeX Input File 149

15.5 Editing the .bbl File $$ ^* $$ 149

15.6 Multiple Bibliographies $$ ^* $$ 150

16 Lists of Contents and Index 153

16.​1 Lists of Contents 153

16.​1.​1 Information to the Lists of Contents 153

16.1.2 Formatting Lists of Contents $$ ^* $$ 154

16.1.3 Multiple Lists of Contents $$ ^* $$ 156

16.​1.​4 Compiling LaTeX Input File Having Lists of Contents 158

16.​2 Making Index 158

16.​2.​1 Indexing Terms 159

16.​2.​2 Some Guidelines on Indexing 160

16.​2.​3 Compiling a LaTeX Input File Having Index 160

17 Miscellaneous I 161

17.​1 Boxed Items 161

17.​1.​1 Texts in Plain Boxes 161

17.​1.​2 Texts in Color Boxes 162

17.​1.​3 Mathematical Expressions in Boxes 163

17.1.4 Paragraphs in Boxes $$ ^* $$ 163

17.​1.​5 Set of Items in a Box 164

17.2 Rotated Items $$ ^* $$ 166

17.3 Items at Different Levels and Forms $$ ^* $$ 167

17.4 Geometric Transformation of Items $$ ^* $$ 169

18 Miscellaneous II 171

18.​1 Horizontal Rules and Dots 171

18.​2 Hyperlinking Referred and Cited Items 171

18.3 Current Date and Time $$ ^* $$ 172

18.4 Highlighted Texts $$ ^* $$ 173

18.​5 Verbatim Texts 173

18.​5.​1 Boxed and Listed Verbatim Texts 174

18.5.2 Verbatim Texts with LaTeX Commands $$ ^* $$ 174

18.​6 Fragile Commands 176

18.7 Watermarking on Pages $$ ^* $$ 177

18.8 Logo in Header and Footer $$ ^* $$ 178

18.9 Paragraphs in Different Forms $$ ^* $$ 178

19 Letter and Article 181

19.​1 Letter Writing 181

19.​2 Article Preparation 182

19.​2.​1 List of Authors 185

19.​2.​2 Title and Abstract on Separate Pages 186

19.2.3 Left Aligned Title and List of Authors $$ ^* $$ 186

19.​2.​4 Articles in Multiple Columns 187

19.2.5 Section-Wise Numbering of Items $$ ^* $$ 189

19.2.6 Dividing an Article into Parts $$ ^* $$ 189

20 Book and Report 191

20.​1 Template of a Book 191

20.​2 Book Preparation Using a Root File 192

20.3 Dividing a Book into Parts $$ ^* $$ 198

20.​4 Compilation of a Book 198

20.4.1 Executable File for Compiling a Book $$ ^* $$ 199

20.4.2 Partial Compilation of a Book $$ ^* $$ 201

21 Slide Preparation I 203

21.​1 Frames in Presentation 203

21.​2 Sectional Units in Presentation 205

21.​3 Presentation Structure 205

21.​3.​1 Title Page 207

21.​3.​2 Presentation Contents 208

21.​3.​3 Bibliographic Reference Page 209

21.​4 Appearance of a Presentation (BEAMER Themes) 209

21.​4.​1 Presentation Theme 209

21.4.2 Color Theme $$ ^* $$ 210

21.4.3 Font Theme $$ ^* $$ 212

21.4.4 Inner Theme $$ ^* $$ 212

21.4.5 Outer Theme $$ ^* $$ 213

21.5 Frame Customization $$ ^* $$ 213

21.​5.​1 Logo in Frames 214

21.​5.​2 Font Type 214

21.​5.​3 Frame Size 214

21.​5.​4 Frame Shrinking 215

21.​5.​5 Removal of Headline/​Footline and Sidebar 215

21.​5.​6 Frame Breaking 216

22 Slide Preparation II 217

22.​1 Piece-Wise Presentation (BEAMER Overlays) 217

22.​1.​1 Table of Contents 217

22.1.2 Uncovering Sequentially Using the \pause Command 218

22.1.3 Uncovering Sequentially Using the Incremental Specification <+-> 218

22.1.4 Other Piece-Wise Presentation Specifications $$ ^* $$ 219

22.2 Environments in BEAMER Class $$ ^* $$ 223

22.3 Table and Figure in Presentation $$ ^* $$ 224

22.4 Dividing a Frame Column-Wise $$ ^* $$ 226

22.5 Repeating Slides in Presentation $$ ^* $$ 227

22.6 Jumping (Hyperlink) to Other Slides $$ ^* $$ 227

23 Error and Warning Messages 231

23.​1 Error Message 232

23.​2 Warning Message 237

23.​3 Error Without Any Message 238

23.​4 Tips for Debugging 239

24 Exercise 241

Appendix A: Symbols and Notations247

A.1 Text-Mode Accents and Symbols247

A.2 Math-Mode Symbols248

Bibliography255

Index257

List of Tables

1 Introduction 1

1.1 Standard options to the \documentclass[]{} command 3

1.2 A simple LaTeX input file and its output4

1.3 Keyboard characters that can be produced directly7

1.4 Keyboard characters to be produced through commands8

2 Fonts Selection 9

2.1 Different types of text-mode fonts used in LaTeX10

2.2 Different types of math-mode fonts used in LaTeX11

2.3 Various forms of emphasized texts under the ulem package 13

2.4 Predefined as well as some user-defined colors for fonts14

3 Formatting Texts I 15

3.1 Labeling and referring numbered items17

3.2 User-defined alignments of texts18

3.3 Quoted texts in a narrowed width and specified line spacing19

3.4 Creating new lines20

3.5 Creating new paragraphs21

3.6 Creating blank spaces22

3.7 Applications of some blank space creating commands22

3.8 Dashes of different lengths24

3.9 Maintaining proper gap after a period (full-stop) mark25

4 Formatting Texts II 27

4.1 Changing titles of sectional units28

4.2 Two columns separated by a vertical line through the \columnseprule command 30

4.3 Multiple columns generated through the multicols environment 31

4.4 Dividing a page width-wise using the minipage and boxedminipage environments 32

4.5 Foot notes generated through the \footnote{} command 33

4.6 Foot notes in mini pages34

4.7 Foot notes of a mini page to work like those in main pages35

5 Page Layout and Style 37

5.1 Types and sizes of standard papers accepted by the \documentclass[]{} command 37

5.2 Commands controlling some important parameters of a page layout38

5.3 A manually defined page layout40

5.4 Page styles to control running header and footer in a document41

5.5 Styles of headers under the headings page style 41

5.6 Redefining running header generating marker commands42

5.7 Commands for headers and footers under the fancyheadings package 43

5.8 Header and footer with the fancy page style under the fancyheadings package 44

5.9 Header and footer with the fancy page style under the fancyhdr package 45

5.10 Different types of page numbering47

6 Listing and Tabbing Texts 49

6.1 Numbered listing through the enumerate environment 49

6.2 Nested numbered listing through the enumerate environment 50

6.3 Altering styles of numbered listing under the enumerate environment 51

6.4 Numbered listing under the enumerate environment mixed with global fixed texts 52

6.5 Numbered listing under the enumerate environment mixed with local fixed texts 53

6.6 Unnumbered listing through the itemize environment 53

6.7 Nested unnumbered listing through the itemize environment 54

6.8 Altering styles of unnumbered listing under the itemize environment 54

6.9 Listing with user-defined labels through the description environment 55

6.10 Nested different listing environments56

6.11 Tabbing texts in different columns through the tabbing environment 57

6.12 Adjusting tabbing column width in the tabbing environment through the \hspace{} command 57

6.13 Adjusting tabbing column width in the tabbing environment using the \kill command 58

6.14 Aligning tabbing texts in the tabbing environment using \ˋ and \’ 58

7 Table Preparation I 59

7.1 A simple table through the tabular environment 59

7.2 A simple table through the tabularx environment 61

7.3 Table with entries in vertical direction63

7.4 Fixing column widths in tables with p{} , m{} , and b{} 64

7.5 Some additional provisions for customizing a table66

7.6 Merging two or more cells of a table into a single one67

7.7 Table wrapped by texts through the wraptable environment 68

7.8 Table with colored background through the \rowcolor{} , \columncolor{} , and \cellcolor{} commands 69

8 Table Preparation II 71

8.1 Nesting two or more tables72

8.2 Aligning columns of a table about decimal marks72

8.3 Side-by-side tables through consecutive tabular environments 73

8.4 Side-by-side tables through the minipage environment 74

8.5 Rotated table through the sideways environment 75

8.6 Rotated table on landscape page through the sidewaystable environment 76

8.7 Long table in multiple pages through the longtable environment 77

8.8 Foot notes in a table under the tabular environment 79

9 Figure Insertion 81

9.1 LaTeX compilation commands and supported figure formats81

9.2 Figure insertion through the \epsfig{} command 83

9.3 Side-by-side figures in a single row84

9.4 Side-by-side figures through the minipage environment 84

9.5 Sub-numbering a group of figures using the \subfigure[]{} command 85

9.6 Figure wrapped by texts86

9.7 Rotated figure on a landscape page through the sidewaysfigure environment 87

9.8 Mathematical notations in figures through the \psfrag{}{} command 87

9.9 Mathematical notations in figures through xfig software 88

10 Figure Drawing 91

10.1 Circle and circular arc drawing93

10.2 Straight line and vector (arrow) drawing94

10.3 Open and closed curves, and Bézier quadratic curves95

10.4 Options to the \oval()[] command for drawing partial ovals 96

10.5 Oval boxes through the \oval()[] command 96

10.6 Settings of the \makebox()[]{} , \framebox()[]{} and \dashbox{}()[]{} commands for positioning texts in figures 97

10.7 Texts in figures through the \makebox()[]{} command 98

10.8 Boxed texts in figures using the \framebox()[]{} and \dashbox{}()[]{} commands 99

10.9 Multi-line texts in a figure through the \parbox[]{}{} command 99

10.10 Rotated texts in figures through the \rotatebox{}{} command 100

10.11 Compound figures through multiple commands100

11 Equation Writing I 101

11.1 Frequently used mathematical notations (math-mode)102

11.2 Basic delimiters (math-mode)102

11.3 Basic binary operators103

11.4 Basic relation operators103

11.5 A simple equation through the equation environment 104

11.6 Different approaches for producing equations without numbering105

11.7 Overwriting equation numbering by the \tag*{} command 105

11.8 Changing the standard format for printing and numbering equations106

11.9 Array of equations producing environments and their alignment structures107

11.10 Array of equations in different forms108

11.11 Left aligned equations through the flalign and flalign* environments 110

11.12 Sub-numbering a set of equations111

12 Equation Writing II 113

12.1 Normal texts and gap in math-mode114

12.2 Conditional mathematical expressions in different forms114

12.3 Evaluation of a function for a given value115

12.4 Splitting an equation into multiple lines through the multline environment 116

12.5 Splitting an equation into multiple lines through the split environment 116

12.6 Mathematical analysis through the split environment 116

12.7 Splitting an equation into multiple lines through the eqnarray environment 117

12.8 Matrices and vectors through direct environments118

12.9 Matrices and vectors through the array environment 118

12.10 Matrix and vector mixed expression through the array environment 119

12.11 Mathematical expression overlined through the \overline{} command 119

12.12 Mathematical expression with over and under braces120

12.13 Stacking a mathematical term with an arrow of fixed length120

12.14 Stacking a mathematical term with an over or under arrow of flexible length121

12.15 Stacking two mathematical terms above and below an arrow122

12.16 Stacking multiple mathematical lines above or below of a symbol122

12.17 Side-by-side equations along the page width123

13 User-Defined Macros 125

13.1 Defining new commands without argument126

13.2 Definition and application of new commands with mandatory arguments127

13.3 Definition and application of new commands with optional arguments128

13.4 Heading commands and their default label-words129

13.5 Definition and application of new environments without argument130

13.6 Defining theorem-like environments132

13.7 Application of the user-defined ‘ Definition ’ environment 132

13.8 Floats for presenting algorithms and computer programs134

13.9 Redefining the unnumbered listing environment itemize 135

14 Bibliography with LaTeX 137

14.1 Bibliographic references through the thebibliography environment 138

14.2 Bibliographic reference database compatible to the thebibliography environment 139

14.3 Citing bibliographic references of the thebibliography environment 139

15 Bibliography with the BIBTEX Program 141

15.1 Types and fields of references under the BIBTEX program142

15.2 B ib TEX program compatible bibliographic reference database 145

15.3 Some standard bibliographic styles of LaTeX146

15.4 Some bibliographic styles defined in the natbib package 148

15.5 Citation commands provided under the natbib package 148

15.6 Citation patterns under the natbib package 149

16 Lists of Contents and Index 153

16.1 Book with chapter-wise lists of Contents 156

16.2 Book with chapter-wise lists of Contents (output of the input file of Table 16.1) 157

16.3 Document having index159

17 Miscellaneous I 161

17.1 Single-line texts in boxes162

17.2 Equations in boxes163

17.3 Paragraphs in boxes through the \parbox[]{}{} command 164

17.4 Array of equations in a box through the tabular environment in \shabox{} 165

17.5 Array of equations in a box through the Beqnarray environment in \shabox{} 165

17.6 Unnumbered list in a box through the Bitemize environment in \shabox{} 166

17.7 Rotated items through the rotate environment 166

17.8 Rotated items through the turn environment 167

17.9 Texts at different levels and forms through the \raisebox{}[][]{} command 168

17.10 Geometric transformation of texts169

18 Miscellaneous II 171

18.1 Manually formatted texts through the verbatim environment 173

18.2 Line numbering of verbatim texts through the listing environment under the moreverb package 175

18.3 Preserving LaTeX syntax in verbatim texts through the alltt environment 175

18.4 Fragile commands in protected mode176

18.5 Watermarking and logo on pages177

18.6 A window within a paragraph179

18.7 Paragraphs of different shapes under the shapepar package 180

19 Letter and Article 181

19.1 Standard commands under the document-class letter 181

19.2 Standard format of the document-class letter 182

19.3 A user-specified format in the document-class letter 183

19.4 Article in the document-class article 184

19.5 Article in the document-class amsart 184

19.6 Authors in articles one below another185

19.7 Authors side-by-side through the tabular environment 185

19.8 Author details at the bottom of a page through the \thanks{} command 186

19.9 Article in two columns through the twocolumn option in \documentclass[]{} 187

19.10 Article in two columns through the \twocolumn[] command 188

19.11 Article dividing sections into parts and numbering them part-wise190

20 Book and Report 191

20.1 General template of a book in the document-class book 192

20.2 User-defined template of a book in the document-class book 193

20.3 Preamble of a book194

20.4 Some sample input files of a book195

20.5 Root file linking individual input files of a book196

20.6 Compilation file for compiling a book in command-prompt199

20.7 Intermediate files generated during the compilation of a book200

21 Slide Preparation I 203

21.1 A simple presentation input file206

21.2 Slides under the JuanLesPins presentation theme for input file of Table 21.1 207

21.3 Various types of presentation themes under the BEAMER package210

21.4 Various color themes under the BEAMER package211

21.5 Various font themes under the BEAMER package212

21.6 Various inner themes under the BEAMER package212

21.7 Various outer themes under the BEAMER package213

21.8 Available frame sizes in the BEAMER package215

22 Slide Preparation II 217

22.1 Uncovering slide contents piece-wise using the \pause command 218

22.2 Uncovering items piece-wise using the incremental specification <+-> 219

22.3 Slides with incremental overlay specification under the Frankfurt presentation theme 219

22.4 Rules for piece-wise presentation (overlay) specification220

22.5 Commands which can take overlay specifications220

22.6 Applications of some overlay-specification supported commands221

22.7 Slides with overlay specification under the Hannover presentation theme 222

22.8 Slides with block-type environments under the Berlin presentation theme 223

22.9 Slides with theorem-like environments under the Warsaw presentation theme 224

22.10 Table in BEAMER presentation225

22.11 Table in slides with overlay specification under the Madrid presentation theme 226

22.12 Slides with side-by-side materials through the columns environment under the Singapore presentation theme 226

22.13 Hyperlinking slides in BEAMER presentation228

22.14 Hyperlinked slides under the Boadilla presentation theme 228

Appendix A: Symbols and Notations247

A.1 Text-mode non-English accents247

A.2 Text-mode non-English symbols248

A.3 Text-mode miscellaneous symbols248

A.4 Greek letters (math-mode)249

A.5 AMS binary operators (math-mode) 249

A.6 Stmaryrd binary operators (math-mode) 249

A.7 AMS relation operators (math-mode) 250

A.8 Stmaryrd relation operators (math-mode) 250

A.9 AMS negated relation operators (math-mode) 250

A.10 Arrow symbols (math-mode)251

A.11 AMS arrow symbols (math-mode) 251

A.12 Stmaryrd arrow symbols (math-mode) 251

A.13 Accents and constructs (math-mode)252

A.14 Delimiter symbols (math-mode)252

A.15 Mathematical functions (math-mode)252

A.16 Math-mode miscellaneous symbols253

List of Figures

1 Introduction 1

1.1 LATEX and other word processors1

1.2 Structure of a LATEX input file2

3 Formatting Texts I 15

3.1 Default three-tier numbering of sectional units15

4 Formatting Texts II 27

4.1 Increasing depth of sectional units27

5 Page Layout and Style 37

5.1 Commands controlling some important parameters of a page layout39

10 Figure Drawing 91

10.1 Coordinate axes for drawing figures91

About the Author

Dilip Datta

obtained his Bachelor degree in Mechanical Engineering from Gauhati University, Master degree in Applied Mechanics from The Indian Institute of Technology (IIT) Delhi, and Ph.D. in Optimization from IIT Kanpur. He has been teaching Mechanical Engineering courses, as well as some interdisciplinary courses for more than twenty years. His research area is optimization, specially evolutionary algorithms for multi-objective combinatorial optimization problems. However, it is his passion to play with LaTeX. This book is written based on his personal experience with LaTeX. Going through the initial draft of this book only, many of his students could learn LaTeX up to the level of writing scientific articles and academic theses. Hence, he believes that this book will be a proper practical guide for beginners to learn LaTeX.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_1

Hour 1

1. Introduction

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

1.1 What Is LaTeX?

Donald E. Knuth developed TeX in the year 1977 as a typesetting system for preparing books, especially those containing a lot of mathematical expressions. Based on it, Leslie Lamport developed LaTeX (named as LaTeX 2.09) in 1985 for preparing documents by concentrating on the structure of a document rather than on its formatting details. LaTeX 2.09 was enhanced in 1994 as LaTeX 2$$\varepsilon $$ by a group of developers led by Frank Mittelbach.

LaTeX is a macro-package used as a language-based approach for typesetting documents. Various LaTeX instructions are interspersed with the input file of a document, say myfile.tex, for obtaining the desired output as myfile.dvi or directly as myfile.pdf. The myfile.dvi file can be used to generate myfile.ps or even myfile.pdf file. However, unlike programming languages for computational works, such as C or C++, LaTeX is very simple and easy to work with. One can become expert in LaTeX through a little practice. LaTeX can be used for preparing letters, applications, articles, reports, publications, theses, books, or anything of that kind.

1.2 Why LaTeX Over Other Word Processors?

The use of common word processors, in which the effect becomes directly visible, may be easier in preparing simple and small documents. But, as shown roughly in Fig. 1.1, the effort and time required in LaTeX for preparing complicated and big-size documents are quite less than those required in other word processors¹. LaTeX is especially well suited for scientific writing, like technical reports, articles, academic dissertations, books, etc. Although learning LaTeX is time and effort taking, it can be realized that the preparation of only one academic dissertation would pay off all additional efforts required in learning LaTeX.

Fig. 1.1

LaTeX and other word processors

One of the major advantages of using LaTeX is that manual formatting of a document, as usually required in many word processors, can be automated in LaTeX. Therefore, the possibility of doing any mistake in numbering and referring items (sections, tables, figures or equations), in choosing size and type of fonts for different sections and subsections, or in preparing bibliographic references, can be avoided. Further, LaTeX has the provision for automatically generating various lists of contents, index, and glossary.

1.3 How to Prepare a LaTeX Input File?

As shown in Fig. 1.2, the main structure of a LaTeX input file can be divided into two parts – preamble and body.

Fig. 1.2

Structure of a LaTeX input file

The preamble is the first part of an input file that contains the global processing parameters for the entire document to be produced, such as the type of the document, page formatting, header and footer setting, inclusion of LaTeX packages for supporting additional instructions, and definitions of new instructions. The simplest preamble is \documentclass { dtype } , where dtype in { } is a mandatory argument as the class (or type) of the document, such as letter , article , report , or book ² . In the default setting, \documentclass{ } prints a document on letter-size paper in 10 point fonts (1 point $$\approx $$ 0.0138 inch $$\approx $$ 0.3515 mm). Different user-defined formats for a document can be obtained through various options to \documentclass{ } ³, in which case it takes the form of \documentclass [ fo1 , fo2 ,...] { dtype } with fo1 , fo2, etc., in [ ] as the options (multiple options can be inserted in any order separating two options by a comma), e.g., \documentclass[a4paper,11pt]{article} for printing an article on A4 paper in 11 point fonts. Some standard options to \documentclass[ ]{ } are listed in Table 1.1 on the next page.

As shown in Fig. 1.2, the main body of a LaTeX input file starts with \begin{document} and ends with \end{document}. The entire contents to be printed in the output are inserted within the body, mixed with various LaTeX instructions (see §1.5 for details). Any text entered after \end{document} is simply skipped by a LaTeX compiler.

Table 1.1

Standard options to the \documentclass[ ]{ } command

A LaTeX input file is named with tex extension, say myfile.tex. It can be prepared in any operating system using any general-purpose text editor that supports tex extension, e.g., gedit or Kate in Linux-based systems. There are also many open-source (free access in internet) text editors developed specifically for preparing LaTeX input files, e.g.,

$$\vartriangleright$$ For both Windows and Linux:

$$\circ$$ BaKoMa TeX (http://​bakoma-tex.​com)

$$\circ$$ Emacs (www.​gnu.​org/​software/​emacs/​emacs.​html)

$$\circ$$ jEdit (http://​jedit.​org)

$$\circ$$ Kile (http://​kile.​sourceforge.​net)

$$\circ$$ LyX (www.​lyx.​org)

$$\circ$$ Open LaTeX Studio (http://​sebbrudzinski.​github.​io/​Open-LaTeX-Studio)

$$\circ$$ TeXlipse (http://​texlipse.​sourceforge.​net)

$$\circ$$ TeXmacs (www.​texmacs.​org)

$$\circ$$ Texmaker (www.​xm1math.​net/​texmaker)

$$\circ$$ TeXpen (https://​sourceforge.​net/​projects/​texpen)

$$\circ$$ TeXstudio (www.​texstudio.​org)

$$\circ$$ TeXworks (https://​github.​com/​TeXworks/​texworks), etc.

$$\vartriangleright$$ For Linux only:

$$\circ$$ LaTeXila (https://​wiki.​gnome.​org/​Apps/​LaTeXila)

$$\circ$$ Gummy (https://​github.​com/​alexandervdm/​gummi), etc.

$$\vartriangleright$$ For Windows only:

$$\circ$$ Inlage (www.​inlage.​com)

$$\circ$$ LEd (www.​latexeditor.​org)

$$\circ$$ TeXnicCenter (www.​texniccenter.​org)

$$\circ$$ WinShell (www.​winshell.​de)

$$\circ$$ WinEdt (www.​winedt.​com), etc.

Table 1.2

A simple LaTeX input file and its output

A simple input file, say myarticle.tex, prepared under the document-class of article is shown in the left column of Table 1.2, along with its output in the right column. The actual contents to be printed in the output file were inserted within \begin{document} and \end{document}. Surprisingly, the output is not the one as expected. The differences are shown underlined in the output file. This has happened due to the fact that many things in LaTeX can be obtained through some special instructions only as stated in §1.5. Another thing to be noticed is that the output file is assigned a default page number at the bottom-center. However, before going to such issues, the compilation procedure of a LaTeX file is stated first in the following section.

1.4 How to Compile a LaTeX Input File?

A LaTeX input file can be compiled in many LaTeX editors mentioned in §1.3. Besides, operating-system based many open-source LaTeX compilers are also available, e.g., MiKTeX (http://​miktex.​org) for Windows operating system, or TeXLive (https://​www.​tug.​org/​texlive) for both Windows- and Linux-based operating systems. In a GUI-based compiler, like MiKTex or Kile, a LaTeX file can be compiled just by a mouse-click. In other command-line compilers, a LaTeX file is to be compiled through the latex command, followed by the name of the input file with or without its tex extension. For example, myarticle.tex of Table 1.2 can be compiled as follows:

                 $ latex myarticle

This command will produce three files, namely myarticle.aux, myarticle.log, and myarticle.dvi (refer §20.​4.​1 for detail). Out of these three files, myarticle.dvi is the final output which can be viewed in a document viewer, such as xdvi or Evince. The myarticle.dvi file can also be used for producing myarticle.ps or myarticle.pdf as the final output of myarticle.tex. The commands for these are as follows:

                 $  dvips -o   myarticle.ps   myarticle.dvi

                 Or, $  dvipdf   myarticle.dvi

A pdf file can also be generated directly using the pdflatex command, instead of the latex command as stated above. For example, the following command will also generate myarticle.pdf:

               $ pdflatex myarticle.tex

The compilation will need some more commands if a document involves bibliography, lists of contents, index, etc. Such commands will be addressed in relevant Hours.

1.5 LaTeX Syntax

LaTeX syntax consists of commands and environments, which are kinds of instructions interspersed with the texts of a document for performing some specific jobs. Such instructions are defined in different packages⁴.

1.5.1 Commands

A LaTeX command is an independent instruction used either for producing something new or to change the form of an existing item, e.g., producing the symbol $$\alpha $$ or printing italic as italic. Different properties of the LaTeX commands are stated below:

$$\vartriangleright$$ A command usually starts with a \  (backslash), followed by one or more characters without any gap in between. For example, \LaTeX and \copyright for producing LaTeX and © respectively.

$$\vartriangleright$$ Non-alphabetic characters normally cannot appear in the name of a LaTeX command. Some LaTeX internal commands may start as \@ , which (commands) are to be put in the preamble preceded and followed, respectively, by the \makeatletter and \makeatother commands.

$$\vartriangleright$$ Many commands require some mandatory arguments, up to a maximum limit of nine, each in a separate pair of { }  (preferably without any gap in between), e.g., \textcolor{blue}{ this is blue colored } (detail is in §2.​4) for printing the second argument in blue color.

$$\vartriangleright$$ Many commands have the provision for accepting some optional instructions also, written in [ ] separating two options (instructions) by a comma, e.g., \documentclass[a4paper,11pt,twoside]{article}. A command with the provision for optional arguments must have at least one mandatory argument.

$$\vartriangleright$$ A command ended by an alphabet (i.e., a command not having any argument) ignores trailing blank spaces. Hence, if followed by a word or a number, such a command should be ended by \ $$_\sqcup $$ (the $$_\sqcup $$ symbol is used to indicate a blank space obtained by pressing the Spacebar or Tab button of the keyboard). For example, \copyright $$_\sqcup $$ 2007 will produce ©2007, while \copyright\ $$_\sqcup $$ 2007 will produce © 2007. However, if such a command is followed by any punctuation, it needs not to be ended by \ $$_\sqcup $$ as a punctuation is not to be preceded by any blank space.

1.5.2 Environments

A LaTeX environment is a structure composed of two complementary commands, within which some particular job can be performed, e.g., writing an equation or inserting a figure. Different properties of the LaTeX environments are as follows:

$$\vartriangleright$$ The pair of complementary commands creating an environment structure are \begin{ ename } and \end{ ename } , where ename is the name of the environment, e.g., \begin{document} and \end{document} as shown in Fig. 1.2 creates the document environment (or the body) in a LaTeX input file.

$$\vartriangleright$$ It is possible to use a command inside an environment, or to nest two or more environments, e.g., within the document environment, the \LaTeX command for printing LaTeX or the figure environment for inserting an external figure.

$$\vartriangleright$$ Many environments require some mandatory arguments, which are placed after \begin{ }, e.g., \begin{spacing}{ 1.3 } for creating a line spacing of 1.3 pt through the spacing environment, or \begin{tabularx}{ 10 cm } {XXX} for creating a table of three equal-width columns over 10 cm length through the tabularx environment.

$$\vartriangleright$$ Like a command, many environments also have the provision for accepting some optional instructions written in a pair of [ ], e.g., \begin{table}[t] preferring through the option t in the table environment to place a table at the top of a page.

1.5.3 Packages

The class (or type) of a document, incorporated through the mandatory argument of the \documentclass{ } command, includes some basic features of the document, like page layout and sectioning. Provision is also there to invoke additional commands and environments in a document for adding extra features that are not parts of the standard document class. Such commands and environments are defined in separate files, known as packages .

$$\vartriangleright$$ A package is loaded (included) in the preamble, in between the \documentclass{ } and \begin{document} commands⁵, through the \usepackage { pname } command, where pname is the name of the package, e.g., \usepackage{color} for producing colored texts or \usepackage{amssymb, amsmath} for producing AMS type mathematical symbols and expressions.

$$\vartriangleright$$ Like commands and environments, many packages also have the provision for accepting some optional instructions in [ ], e.g., \usepackage[tight]{subfigure} preferring through the option tight to reduce extra space between figures.

$$\vartriangleright$$ Unlike an option to \documentclass[ ]{ }, which is global to the entire document – including other packages too, an option to \usepackage[ ]{ } is local only to the features defined in the package(s) loaded through the \usepackage[ ]{ } command.

1.6 Keyboard Characters in LaTeX

Not all, but only those characters of an English keyboard ⁶, shown in Table 1.3, can be

Table 1.3

Keyboard characters that can be produced directly

printed directly in a LaTeX document (the left-hand quotation mark , shown in Table 1.3, generally appears on the same button with the $$\sim $$ symbol). All other characters of an English keyboard, which are not included in Table 1.3, need to be produced in a LaTeX document through some commands (most of these characters are reserved in LaTeX for special purposes). Table 1.4 on the following page lists those special characters, commands for producing them in a LaTeX document, and also the purposes, if any, for which these are reserved in LaTeX. For the commands starting and ending with the $ symbol (i.e., in $ $ ), the amssymb package may be required (when used in an equation, as addressed in Hour 11, these commands need not to be enclosed in $ $).

The special keyboard characters, listed in Table 1.4, can be produced in text-mode using the \verb” ” or \verb! ! command also, e.g., \verb” $ ” for printing $, or \verb! $$\mathtt{\sim }$$ ! (the \verb” ” and \verb! ! commands are used for printing as-it-is what is written within ” ” or ! ! in the input file).

The commands for producing language-specific keyboard characters, as well as many other characters and mathematical symbols, are given in Appendix A.

Table 1.4

Keyboard characters to be produced through commands

$$^*$$Text processing modes are discussed in the first paragraph of Hour 2 on the next page.

1.7 How to Read this Book?

The version LaTeX 2$$\varepsilon $$ of LaTeX is discussed in this book. However, without referring the version, only the general term LaTeX is used throughout the book.

It is not a reference manual, but a practical guide prepared based only on the author’s own experiences. The book is intended for beginners, and hence it discusses mainly the basic elements available in the standard LaTeX 2$$\varepsilon $$ distribution. Many relevant advanced topics are also discussed marking them as starred ($$^*$$), which can be skipped in the initial stage of learning. Many statements are repeated in the book so that a reader is not necessarily required to remember everything. All LaTeX syntax, including commands and environments, are printed in red colored (for online version) and boldfaced sans serif fonts to make them easily distinguishable from normal texts.

Since the book is meant for beginners, it is suggested to read the entire book for better understanding of LaTeX. However, as mentioned in the Preface that many students and professionals are interested to get their works done in less time and least efforts, one can move directly to Hour 19 or Hour 20 to start writing a document immediately. Then other Hours can be followed for required additional information, where different topics – writing equations, drawing tables, inserting figures, etc., are discussed in detail. Also, many important points are highlighted in foot notes on various pages. For quickly locating the availability of different topics, one may browse through the Contents, List of Tables and List of Figures at the beginning of the book, or Index at the end of the book for searching different terminologies, where attempts are made to include information almost about all the materials that are discussed in this book.

Footnotes

1

Effort and time required in LaTeX for preparing complicated and big-size documents are quite less than those required in other word processors.

2

The standard document classes are letter, article, report and book. Besides these four standard classes, some other classes are also available, such as amsart, thesis, slide, slides and seminar.

3

Different user-defined formats for a document can be obtained through various options to \documentclass[ ]{ }.

4

In this book, LaTeX commands, environments and packages, as well as other LaTeX syntax, are printed in red colored (for online version) and boldfaced sans serif fonts for their clear distinction from other texts of the book.

5

If anything (a command or a package) is asked to be put in the preamble of a LaTeX input file, it is to be inserted in between the \documentclass{ } and \begin{document} commands.

6

Many computers are manufactured for particular countries where a keyboard contains some language-specific characters, in addition to those used in the English language. However, for general purpose, a keyboard containing the characters, used in the English language only, will be discussed in this book.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_2

Hour 2

2. Fonts Selection

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

There are three modes for processing texts in LaTeX – paragraph-mode , LR -mode and math -mode ¹. The paragraph-mode is for producing normal texts with automatic word-splitting, and line and page breaking to fit the texts within the area specified by the width and height of a page. In contrast, the LR-mode processes texts from left-to-right without any word-splitting and line breaking, such as \mbox{ } or \fbox{ } command whose arguments may span even beyond the specified width of a page. On the other hand, the math-mode is for writing mathematical expressions, like equations. In this book, the paragraph-mode and LR-mode will occasionally be addressed by a single name, known as the text-mode .

2.1 Text-Mode Fonts

The default font type of a LaTeX document is medium series serif family in upright shape and 10 pt size. The sizes of fonts in different parts of a document, say in headings and in paragraphs, are calculated proportionately, which can be visualized in this book. The default font setting can be altered globally through various options to the \documentclass [ ] { }  command, e.g., \documentclass [ 12 pt ] { article } for producing an article in 12 pt fonts. The type of fonts in a particular segment can also be set manually as discussed below.

Types of fonts in LaTeX are classified into four categories – family, series, shape and size. The detail of each category is given in Table 2.1 on the following page.

1.

Font family: There are three standard font families, namely serif (default), sans serif and typewriter fonts, which are accessed by the \textrm{ } (or {\rm }), \textsf{ } (or {\sf }) and \texttt{ } (or {\tt }) commands respectively. The same can also be accessed by the \rmfamily, \sffamily and \ttfamily declarations, respectively.

Table 2.1

Different types of text-mode fonts used in LaTeX

2.

Font series: The two series of fonts, medium-valued width and height (default) and boldface, are accessed respectively by the \textmd{ } and \textbf{ } (or {\bf }) commands (or corresponding \mdseries and \bfseries declarations).

3.

Font shape: Fonts of four different shapes, upright (default), italic, slanted, and caps and small caps, can be produced respectively through the \textup{ }, \textit{ } (or {\it }), \textsl{ } (or {\sl }) and \textsc{ } (or {\sc }) commands (or corresponding \upshape, \itshape, \slshape and \scshape declarations). Apart from these four shapes, fonts of emphasized shape can be produced using the \emph{ } or {\em } command.

4.

Font size: Fonts of ten different sizes can be produced using the {\tiny }, {\scriptsize }, {\footnotesize }, {\small }, {\normalsize }, {\large }, {\Large }, {\LARGE }, {\huge } and {\Huge } commands (or their corresponding declarations of \tiny, \scriptsize, \footnotesize, \small, \normalsize, \large, \Large, \LARGE, \huge and \Huge respectively). The sizes of these ten types of fonts are not rigid, but proportional to the setting made in the document class, e.g., \documentclass [ 12 pt ] { } for producing fonts of 12 pt in size.

Notice that italic, emphasized and slanted letters are leaned towards right, for which the gap between the last italic, emphasized, or slanted letter and the following upright letter gets reduced. In order to maintain a proper spacing, the arguments of the {\it }, {\em } and {\sl } commands may be followed by \ / . For example, ‘{\it  red } line’ will produce ‘red line’, while ‘{\it  red \ /} line’ will produce ‘red line’. The \textit{ }, \emph{ } and \textsl{ } commands make such corrections automatically. Further, the \ / symbol is not required if the last italic, emphasized, or slanted letter is followed by a punctuation. The \ / can also be used between two letters for increasing inter-letter spacing, e.g., ‘of \ / f \ / ice’ will produce ‘office’, while ‘office’ produces ‘office’.

Different combinations of font family, series, shape and size (i.e., the commands of Table 2.1) in a logical way are allowed for producing a wide variety of fonts², e.g., \emph{\textbf { emphasized boldface fonts } } for producing ‘emphasized boldface fonts’, or {\large\sf large sans serif fonts } for producing ‘large sans serif fonts’.

Type of fonts of an individual word or a short phrase can be changed by a font command having an argument, e.g., \textbf { atext } for printing atext in boldface fonts. While an equivalent declaration without any argument, e.g., \bfseries, may be used for changing the fonts of a large portion, say the remaining texts of an environment or a document. To return to the main document fonts, the declaration of any specific font type can be quit using the \normalfont declaration. If a particular font type is to be used in one or more consecutive paragraphs, the font type can be applied as an environment also, e.g., \begin{bfseries} aparas \end{bfseries} for printing aparas in boldface fonts.

2.2 Math-Mode Fonts

Like in text-mode, different types of fonts can be used in math-mode also as shown in Table 2.2 (math-mode is discussed in Hour 11). In the case of these math-mode fonts, the following three points are to be noted:

Table 2.2

Different types of math-mode fonts used in LaTeX

1.

If used in text-mode, the commands of Table 2.2 (except \boldmath{ }) are to be written within a pair of $ symbol, e.g., $\mathbf{ abc }$ for printing $$\mathbf {abc}$$. In the case of the \boldmath{ } command, the argument is to be enclosed in a pair of $ symbol, e.g., \boldmath{$ abc $} for printing abc.

2.

The \mathcal{ }, \mathbb{ } and \Bbb{ } commands do not accept lower case letters.

3.

Any blank space in the arguments of the commands of Table 2.2 is omitted. Commands, like \, or , may be used for maintaining some gap between two letters or words, e.g., $\mathbb{ A \, B C }$ will produce $$\mathbb {A\, B~C}$$ (creating blank spaces is discussed in §3.​6, while texts in math-mode in §12.​1). However, most of the commands of different family, series, and shape having the forms of \text .. { } (e.g., \textbf{ } or \textit{ }) and \emph{ }, as shown in Table 2.1, can be used for writing normal texts in math-mode preserving the space provided between two letters in the input file.

2.3 Emphasized Fonts

Important texts in a document are usually emphasized by writing them in boldface, italic, or in boldface italic, which are done in LaTeX through the {\bf }, {\it } (or {\em }) and {\bf\em } commands respectively, or through their other forms of \textbf{ }, \textit{ } (or \emph{ }) and \textbf{\emph{ }} commands³ respectively (refer §2.1 for detail).

Apart from the above forms, texts can also be emphasized by underlining them through the \underline{ } command, e.g., \underline { important } will produce important. However, the \underline{ } command does not permit any line break in between its argument, for which it cannot be used for printing a long statement as it may go beyond the margin of a line.

The above problem with the \underline{ } command can be sorted out using the ulem package, which redefines the {\em } and \emph{ } commands for printing their arguments by underlining with required line breaks. If some texts are to be underlined, as well as to be printed in italic fonts, either {\it{\em }} or \textit{\emph{ }} command may be used. If the ulem package is loaded, the redefined effects of the {\em } and \emph{ } commands can be turned on or off using the \ULforem or \normalem command in between the texts where from the effects are to be turned on or off respectively. Besides the {\em } and \emph{ } commands, the ulem package provides the \uwave{ } , \sout{ } and \xout{ } commands for printing an argument, respectively, by a wavy underline, a strike-out line and by crossing out each character of the argument⁴. Some examples of various features of the ulem package are shown in Table 2.3, where different applications are numbered both in LaTeX input and out files for easily identifying the effect of each LaTeX syntax. A blank line is left in the input file before each application for printing it in a new line (creating new lines is discussed in §3.​5.​1), while the texts in a line preceded by a % sign are simply commented. The underlining effects of the redefined {\em } and \emph{ } commands are shown in applications 2–5, where the redefined effects are first switched on by putting the \ULforem command before application 2 and then they are switched off by putting the \normalem command after application 5. Note that the \uwave{ }, \sout{ } and \xout{ } commands are not affected by the \normalem and \ULforem commands.

Table 2.3

Various forms of emphasized texts under the ulem package

2.4 Colored Fonts

Like many word-processors, LaTeX also has the provision for producing colored fonts, supported by the color package. There are basically three types of color combinations – black and white (gray) , additive primaries (rgb) and subtractive primaries (cmyk) ⁵. Using the \definecolor{ }{ }{ } command, various colors can be defined by setting different values to gray and each of the letters of rgb and cmyk as follows:

The definitions of the predefined colors, as well as some examples of defining new colors, are shown in Table 2.4, where cname is the name of the user-defined new color. The predefined colors (black , white , red , green , blue , cyan , magenta and yellow ) need not to be redefined, while the user-defined colors (as shown through an example in Table 2.4 under each category of color combination) may be defined in the preamble for global effect or inside the document environment for local effect.

Table 2.4

Predefined as well as some user-defined colors for fonts

Once different colors are defined as above (if required), colored texts can be produced through the \textcolor { cname } { atext } command, where atext is the piece of texts to be colored by cname color. For example, \textcolor{blue} { this is in blue } will print ‘this is in blue’, while \textcolor { urgb } { this is in rgb = \{ 0, 0.7, 0.3 \} } will print ‘this is in rgb = {0, 0.7, 0.3}’, where urgb is a new color defined as \definecolor { urgb } { rgb } { 0, 0.7, 0.3 } (recall that red color is adopted in this book for writing LaTeX commands and other LaTeX syntax).

The fonts discussed in §2.1–§2.3 can also be colored through the \textcolor{ }{ } command, e.g., \textcolor{magenta}{\small\sf small Sans serif in magenta } will produce ‘small Sans serif in magenta’, and \textcolor{blue}{$\mathfrak{ Colored $$\mathtt{\sim }$$ Fraktur $$\mathtt{\sim }$$ fonts }$} will produce ‘$$\mathfrak {Colored~Fraktur~fonts}$$’.

Footnotes

1

LaTeX processes texts in three modes – paragraph-mode, LR-mode and math-mode.

2

Different combinations of font family, series, shape and size (i.e., the commands of Table 2.1) in a logical way are allowed for producing a wide variety of fonts.

3

Both the \emph{ } and {\em } commands produce emphasized fonts, but the \emph{ } command produces better spacing than the {\em } command does.

4

Struck out or overlapping texts can also be produced by creating a negative horizontal space between two pieces of texts using the   command with a negative length as its argument, e.g., ‘’ can be produced by ‘striked out \hspace { -1.8 cm } ------------’.

5

There are basically three types of color combinations – black and white (gray), additive primaries (rgb) and subtractive primaries (cmyk).

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_3

Hour 3

3. Formatting Texts I

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

Although LaTeX has numerous predefined macros for automatic and uniform formatting of a document without any mistake¹, many LaTeX users commit mistake by attempting to format a document manually. Manual formatting includes inserting vertical or horizontal spacing with \bigskip, \vskip, \vfill, etc., setting sectional headings via explicit font instructions, such as \centerline{\bf Section 1: Introduction } or {\bf Theorem 4: }, etc. Another mistake may be committed in keeping track of manually set sectional units. Various options for automatic formatting of a document are discussed here.

3.1 Sectional Units

Various sectional units, like chapters and sections, are generated using the \chapter{ } , \section{ } , \subsection{ } , \subsubsection{ } , \paragraph{ } and \subparagraph{ } commands, whose argument is the heading or title of a sectional unit, e.g., the current section of this book is written as \section { Sectional Units }. The sectional unit commands work in order and hence they should be nested properly, i.e., a \subsection{ } command should follow a \section{ } command or a \subparagraph{ } command should follow a \paragraph{ } command. LaTeX assigns three-tier serial numbers to chapters, sections, subsections, and subsubsections (paragraphs and subparagraphs are not numbered). These numbering system is shown in Fig. 3.1.

Fig. 3.1

Default three-tier numbering of sectional units

In the case of document-class report or book, which is composed of chapters, numbering is possible only to the \chapter{ }, \section{ }, and \subsection{ } commands. Even if a \subsubsection{ } command is used, it will not be numbered in the document-class report and book. A chapter is numbered by a whole number preceded by the label-word ‘Chapter’ and followed by its heading. A chapter may contain a number of sections, which are designated as 1.2, 3.5, etc., where the second number is the serial number of a section and the first number is the serial number of the chapter in which the section belongs. Similarly, the third tier of serial numbers are assigned to subsections, which are numbered as 2.5.3, 6.2.2, etc. On the other hand, since the document-class article is composed of sections and paragraphs only (it does not support the \chapter{ } command), the three-tier numbering is assigned to the \section{ }, \subsection{ } and \subsubsection{ } commands, whose numbering is similar with the numbering of \chapter{ }, \section{ } and \subsection{ } commands in the document-class report and book (however, the first numbering is not preceded by any label-word as done by ‘Chapter’ in report and book). Note that the document-class letter does not support any sectional unit.

In some cases, the numbering of a sectional unit may need to be omitted (e.g., the Preface of a book is usually written under the \chapter{ } command, but it is not numbered). LaTeX takes care of it through its \chapter*{ } , \section*{ } , \subsection*{ } and \subsubsection*{ } commands, which are not numbered because of their starred (*) forms.

3.2 Labeling and Referring Numbered Items

Like to sectional units addressed in §3.1, LaTeX assigns serial numbers to many environments or elements of an environment (e.g., table, figure, equation, or \item as discussed in following Hours). This default numbering system eliminates the possibility of committing any mistake as may happen in manual numbering. Moreover, LaTeX allows to label a numbered item by a unique reference key, which can be used to refer the item in any part within the same document (unnumbered items, say \paragraph{ }, cannot be referred in this way). The labeling and referring of an item are performed through \label{ rkey } and \ref { rkey } respectively, where rkey is the assigned unique reference key of the item².

An example of labeling and referring an item is shown in Table 3.1 on the next page. The \section{ } commands are followed by the \label{ } commands containing the reference keys of ‘sec:cg’ and ‘sec-ex’ respectively (two different types of reference keys are considered to show that labeling can be done in any fashion, but without any blank space in between the texts of a reference key). In the body of the second \section{ }, the first \section{ } is referred through the \ref{ } command using

Table 3.1

Labeling and referring numbered items

its reference key as the argument of the command. As a result, the first section is referred in the output automatically by its serial number (not by its reference key), thus eliminates any possibility of referring an item by a wrong number.

Similar to the \ref{ } command, there exists some commands for printing the page number where a numbered item appears. Such commands include \pageref { rkey } , \vref { rkey } and \vpageref { rkey } ³.

$$\vartriangleright$$ The \pageref{ } command prints the page number where its argument is labeled, e.g., ‘CG is defined on page \pageref { sec:cg }’ will print ‘CG is defined on page 17’. The \pageref{ } command may not be preferred, particularly when labeling and referring of an item appear on the same page, as the command will print the serial number of a page on that page itself as done in the above example. Instead of generating the page number, some other texts, such as ‘on this page’ may suit better in this situation. Such facilities are provided in the \vref{ } and \vpageref{ } commands, which are defined in the varioref package.

$$\vartriangleright$$ The \vref{ } command usually executes a pair of \ref{ } and \pageref{ } commands.

It executes only the \ref{ } command when labeling and referring of an item appear on the same page.

In addition to executing the \ref{ } command, the \vref{ } command also generates strings like ‘on the facing page’, ‘on the preceding page’ or ‘on the next page’ when the page numbers of labeling and referring of an item differ by one.

When the difference in page numbers of labeling and referring of an item is more than one, the \vref{ } command executes both the \ref{ } and \pageref{ } commands. For example, ‘CG is defined in \S\vref { sec:cg }’ will print ‘CG is defined in §3.2’ , while ‘quoted texts are discussed in \S\vref { sec:quote }’ will print ‘quoted texts are discussed in §3.4 on the next page’, or ‘text-mode fonts are discussed in \S\vref { sec:text-fonts }’ will print ‘text-mode fonts are discussed in §2.​1’.

$$\vartriangleright$$ If the \ref{ } command is to be ignored, but strings similar to that produced by the \vref{ } command are required, the \vpageref{ } command may be used. For example, ‘CG is defined \vpageref { sec:cg }’ will print ‘CG is defined on the preceding page’. Two more controls can be obtained through two optional arguments to the \vpageref{ } command as \vpageref [ asame ] [ adiffer $$_{\sqcup }$$ ] { rkey } , where asame specifies the texts to be printed when labeling and referring appear on the same page, while adiffer specifies the texts if they fall on different pages. For example, ‘the \vpageref [ above definition ] [ definition $$_{\sqcup }$$ ] { sec:cg } is for the center of gravity’ will produce ‘the definition on the preceding page is for the center of gravity’. Notice that a blank space ($$_{\sqcup }$$) is maintained after adiffer in \vpageref [ asame ] [ adiffer $$_{\sqcup }$$ ] { rkey }, i.e., after the string of the second optional argument, for maintaining a gap between the string and the page number (this is not required for the first argument, in which case no page number is generated).

3.3 Texts Alignment

By default LaTeX prints texts with both side aligned. Other types of alignment can be obtained through the flushleft, flushright and center environments, which print texts left, right, and center aligned, respectively. Some applications of these environments are shown in Table 3.2. Such alignments can also be produced using the corresponding declarations of these environments, which are \raggedright , \raggedleft and \centering , respectively.

Table 3.2

User-defined alignments of texts

3.4 Quoted Texts

Often some texts are required to be quoted within single or double quotation marks, which are usually done using (’) and (") symbols (generally both appear on the same button of a keyboard). However, LaTeX suggests to use () as the left-hand single quote and (’) as the right-hand single quote ( generally appears in a keyboard on the same button with $$\mathtt{\sim }$$). For double quotation mark, the single quote symbols may be used twice. For example, will produce , while will produce “double-quote”.

Sometime an existing statement may need to be quoted without any change, which is usually done in a narrowed width of a page. LaTeX provides the quote and quotation environments for that purpose. Both the environments are used in the same way, but the quote is usually for a short display, while the quotation for quoting more than one paragraph. Quoted statements can also be printed in a different line spacing through the spacing environment. An application of the quotation and spacing environments is shown in Table 3.3, where the mandatory argument of the spacing environment (1.2 is taken here) specifies the line spacing to be maintained within the

Table 3.3

Quoted texts in a narrowed width and specified line spacing

environment. If single line spacing is required, instead of the spacing environment, the singlespace environment may also be used without any argument. Both the spacing and singlespace environments are supported by the setspace package. Notice the nested environments in Table 3.3, where three environments, quotation, spacing and flushright, are nested. It is permitted in LaTeX to create such nested environments.

3.5 New Lines and Paragraphs

LaTeX does not respond to a new line or paragraph set manually by pressing the enter button of the keyboard. Unless specified commands are used, LaTeX considers everything in a single line and single paragraph.

3.5.1 Creating New Lines

The direct command for creating a new line is \newline . The texts preceded by a \newline command are printed in a new line. A new line can also be created using a line break command (\linebreak , \\ , \\\\ , or one or more blank lines ) at the end of the previous line⁴. Some applications of these commands, using the same sentence, are shown in Table 3.4. To easily distinguish the differences of the commands, the

Table 3.4

Creating new lines

sentence is numbered in each case. The effects of \linebreak in (2), \\\\ in (4), and a blank line prior to (6), are most noticeable. The \linebreak command forces the texts of the last line to cover the entire page width. The \\\\ command not only prints the following texts in a new line, but creates a blank line also. On the other hand, a blank line in the input file creates a new line with indentation (some blank space) at the beginning of the line (same effect would be resulted even if more than one blank line were left).

Some extra vertical space above the next new line can be specified in [ ] after the \\ command at the end of the previous line, e.g., \\ [ 2 mm ] will create an extra vertical space of 2 mm above the next line. Further, the \\* or \\*[ ] command may be used for line breaking, but preventing page breaking at that point.

3.5.2 Creating New Paragraphs

Although a new paragraph can be started manually by creating a new line as discussed in §3.5.1, LaTeX suggests to use its predefined macros for creating uniform paragraphs. The direct command for creating a new paragraph is \par . On the other hand, the \paragraph{ } and \subparagraph{ } commands can also be used for creating new paragraphs with the arguments of the commands as the headings of the paragraphs. Table 3.5 on the facing page shows some applications of these commands, along with three more commands \parindent , \noindent and \parskip . The first \par command prints the texts in (1) in a new paragraph with default indentation. The indentation size for paragraph (2) is increased to 8 mm through the \parindent  = 8 mm command, while the indentation for paragraph (3) is skipped using the \noindent

Table 3.5

Creating new paragraphs

command (indentation can be reactivated using the \indent command). Further, a vertical space of 2 mm is created above paragraph (3) using the ‘\parskip 2 mm’ command. Note that the effects of the \parindent and \parskip commands are global, which will act on all the paragraphs preceded by them⁵. These can be viewed in paragraphs (2), (3), and (4). Although the \noindent command is used before paragraph (3), paragraph (4) is indented by 8 mm following the \parindent  = 8 mm command used before paragraph (2). On the other hand, the \paragraph{ } command prints its argument as the heading of paragraph (5). Moreover, the \paragraph{ } command starts paragraph (5) without any indentation and also separates it from paragraph (4) by some predefined vertical blank space. The effect of the \subparagraph{ } command, shown in paragraph (6), is similar with that of the \paragraph{ } command, the only difference is that it maintains some indentation at the beginning of the paragraph.

3.6 Creating and Filling Blank Space

Excess blank spaces, created by pressing the spacebar or tab button of the keyboard, are just ignored in LaTeX, i.e., a sequence of blank spaces is treated as a single one only (similar to converting a sequence of blank lines into a single new line as discussed in §3.5.1). LaTeX provides its own commands for creating a blank space of a specified size, both in horizontal and vertical directions⁶, which are given in

Table 3.6

Creating blank spaces

Table 3.6 (commands of the first part are applicable in both text-mode and math-mode). Note in Table 3.6 that there should not be any blank space on any side of \,, \:, \;, \!, \!\!, and \!\!\! commands; while \quad and \qquad commands must be followed by a blank space (a command, ended by an alphabet and followed by another alphabet, must be followed by a blank space in order to avoid the formation of a different command which even may not exist). The need of a blank space after a command, ended by an alphabet and followed by another alphabet, can be avoided by writing the following alphabet or word in { }, e.g., ‘x \quad{ y }’ to produce the same output as that by ‘x \quad $$_{\sqcup }$$ y’. The commands ended by a punctuation can also be applied in this way, e.g., ‘x \,{ y }’ in place of ‘x \, y’.

Some applications of the commands given in the second part of Table 3.6 are shown in Table 3.7, where the \bigskip command followed by the line break

Table 3.7

Applications of some blank space creating commands

command \\ (or any other new line command addressed in §3.5.1) creates a predefined vertical positive space between two lines. In contrary, the \vskip or \vspace{ } command creates a user-defined vertical space between two lines or paragraphs. Similarly, the command produces a user-defined horizontal space between two words. Note that the argument of the \vskip command is written with a blank space, while those of the \vspace{ } and commands are written in { }. Moreover, the \vspace{ } command is to be followed by the line break command \\, otherwise some texts from the next line may be shifted to the previous line to fill up its blank space, if any.

The unit of the rigid lengths in the arguments of the \vskip, \vspace{ } and commands can be any one of mm (millimeter) , cm  (centimeter) , in  (inch) , pt  (point) , em  (width of M) and ex  (width of x) . The unit em is usually preferred for horizontal lengths, while ex for vertical lengths⁷. Apart from these units, a length can also be taken as a fraction of \textheight  (height of texts on a page), \textwidth  (width of texts on a page) or \linewidth  (width of a column), e.g., 0.2 \textheight for a vertical space of 20% of \textheight or 0.3 \linewidth for a horizontal space of 30% of \linewidth.

LaTeX removes blank spaces from the beginning and end of a line as well as a page, for which the and \vspace{ } commands may not have any effect in such places, i.e., at the beginning and end of a line or a page. If so, the commands may be preceded by a . Alternatively, the starred forms of the commands, i.e., the and \vspace*{ } commands, may be used for producing blank spaces at the beginning or end of a line and a page, respectively. Similarly, instead of the \hfill ⁸ and \vfill commands (abbreviations of the and \vspace{\fill} commands respectively), the or \vspace*{\fill} command is to be used for filling a line (or a page) by creating necessary horizontal (or vertical) space at the beginning or end of the line (or the page).

Note that a positive valued length argument to the \vskip, \vspace{ } or command will create a positive blank space, while a negative valued length argument will reduce space by that amount, e.g., \hspace { -7 mm } will reduce the space between two words by 7 mm (words may get overlapped also, refer foot note 4). The \vskip or \vspace{ } command with a negative value may be used (particularly before and after equations, listed items, tables, figures, etc.) to shrink vertical space enabling to accommodate more amount of materials on a page (§5.​1.​3 describes other techniques for the same purpose).

Further, note that the space created by may be limited to the available space in a line even for a larger input value in , while the space created by with a larger input value (either between two words or at one side of a line) will always continue beyond the page width or even to the next line.

3.7 Producing Dashes Within Texts

LaTeX provides dashes of three different lengths: -, –, and —, which are produced by - , - - and - - - , respectively. Out of these dashes, the shortest one is used between inter-related words, the medium one is used to indicate a range, while the longest one is used to show the extension of an expression. Example of each of these three dashes is shown in Table 3.8.

Table 3.8

Dashes of different lengths

3.8 Preventing Line Break$$^*$$

Because of the full alignment in a predefined page width, a long statement may need to be split between two words, or even a single word into two parts, continuing the rest in the next line. However, sometime the splitting of a statement between two particular words may need to be prevented, e.g., it is not desirable to split ‘Dilip Datta’ into ‘Dilip’ and ‘Datta’, and then to place them in two lines. Such phrases can be forced to be printed in the same line by using the   or \, command between the words without any gap, e.g., ‘Dilip Datta’ or ‘10 \,inch’. The \nolinebreak is another command for preventing line breaking at a particular point, e.g., Dilip \nolinebreak\ $$_{\sqcup }$$ Datta’, where $$_{\sqcup }$$ means a blank space (the \nolinebreak command is to be followed by \ $$_{\sqcup }$$, refer §1.​5.​1 for detail).

The , \, and \nolinebreak commands, however, are always not appropriate, particularly when a word is also to be prevented from splitting. If these commands are set manually between two letters of a word, some undesirable gap may get generated within the word. In that case, the appropriate option is to use the \mbox{ } command, which prevents its argument from splitting in two lines⁹. For example, ‘NSGA-II-UCTO’ can be forced to be printed in the same line using ‘\mbox { NSGA-II-UCTO }’. Note that the and \mbox{ } commands may sometime print texts beyond the page width. So, it would be a good practice to check the output after the use of such commands.

3.9 Adjusting Blank Space After a Period Mark$$^*$$

Generally a sentence is ended by a period (full-stop) mark (.) and the next sentence is started with some prespecified gap after that period mark. Sometime a period mark is to be used within a sentence also, e.g., ‘Dr. Datta’, which LaTeX will interpret as the end of a sentence and hence will print ‘Dr.’ and ‘Datta’ with a big gap between them. Such a big gap can be reduced by commands like and without any blank space on any side (reduction of space is minimum under the \, command), or \ $$_{\sqcup }$$  ($$_{\sqcup }$$ means a blank space). If a period mark is followed by a right parenthesis or a right quote, the \ command is to be used after the parenthesis or the quote, otherwise the combination of \ and parenthesis/quote will be treated as a different command. On the other hand, when a sentence is ended by an uppercase letter, the next sentence is started with a smaller gap. For maintaining a proper gap in this case, the \@ symbol may be used in between the said uppercase letter and the following period mark. Some applications of these commands are shown in Table 3.9.

Table 3.9

Maintaining proper gap after a period (full-stop) mark

3.10 Hyphenating a Word$$^*$$

If the last word of a line goes beyond the page width, it is generally full-aligned forcibly by breaking the word into two parts with a hyphen to the first part and then putting the second part in the next line. However, in many cases LaTeX may continue such a word beyond the page width, or break it in an unpleasant place. Proper word-breaking in that case may be specified manually by inserting the \- command in between a word for forcibly hyphenating at that point, e.g., ‘kind\-ness’ to print ‘kind-’ at the end of the current line and ‘ness’ at the starting of the next line. If LaTeX fails to provide proper hyphenation in a paragraph, particularly in the case of a non-dictionary word, it can be put in the sloppypar environment also, e.g., \begin{sloppypar} Maneswarirabha \end{sloppypar} . However, it would be a good practice to check the output and subsequently to do some manual adjustment, if required.

Footnotes

1

LaTeX has numerous predefined macros for automatic and uniform formatting without any mistake.

2

A numbered item can be labeled using \label { rkey } and then it can be referred using \ref { rkey } anywhere within the same document, where rkey is the assigned unique reference key of the item.

3

The \pageref { rkey }, \vref { rkey } and \vpageref { rkey } commands may be used in a similar way to \ref{ } for referring the page number of an item, whose assigned unique reference key is rkey.

4

LaTeX does not create a new line set manually by pressing the enter button of the keyboard, rather the same can be obtained by inserting preferably \newline or \\ at the end of the previous line.

5

The \parindent and \parskip commands are generally used in the preamble to make their effects globally in all the paragraphs of a document.

6

Excess blank spaces cannot be created by pressing the spacebar or tab button of the keyboard, rather LaTeX provides some commands for creating blank spaces of specified sizes both in horizontal and vertical directions.

7

LaTeX accepted units for rigid lengths include mm (millimeter), cm (centimeter), in (inch), pt (point), em (width of M) and ex (width of x), where em is usually preferred for horizontal lengths and ex for vertical lengths.

8

The \dotfill and \hrulefill commands are similar to the \hfill command, except they fill the gap by dots and horizontal lines respectively.

9

The \mbox{ } command may be used to prevent its argument from splitting in two lines.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_4

Hour 4

4. Formatting Texts II

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

The basic formatting of a document is discussed in detail in Hour 3. Some advanced formatting, including default as well as user-defined settings, are discussed in this Hour, like foot note, multiple columns, mini page, marginal note, modified sectional unit, etc.

4.1 Increasing Depth of Sectional Units$$^*$$

As mentioned in §3.​1, LaTeX assigns a three-tier serial numbers to the sectional units, which are \chapter{ } , \section{ } , and \subsection{ } in the document-class book or report , and \section{ }, \subsection{ }, and \subsubsection{ } in the document-class article  (the document-class letter does not support any sectional unit command). Additionally, the \part{ } command can be used in the document-class book, report, and article for dividing a document into parts. In the document-class book or report, the levels of \part{ }, \chapter{ }, \section{ }, and \subsection{ } commands are –1, 0, 1, and 2 respectively, while those of the \part{ }, \section{ }, \subsection{ }, and \subsubsection{ } commands in the document-class article are 0, 1, 2, and 3 respectively. In order to numbering a few more or less levels, the \addtocounter{ }{ } or \setcounter{secnumdepth}{ } command may be used in the preamble, e.g., \addtocounter{secnumdepth} { 1 } will increase the numbering one level ahead or \setcounter{secnumdepth} { 5 } will extend the numbering up to the \subparagraph{ } command. Figure 4.1 shows how the numbering up to the \subparagraph{ } command

Fig. 4.1

Increasing depth of sectional units

would be when \setcounter{secnumdepth} { 5 } is used. If a particular sectional unit is not to be numbered, commands like \chapter*{ } , \section*{ } or \subsection*{ } may be used. On the other hand, if none of the sectional units is to be numbered, instead of using a starred command every time, simply the \setcounter{secnumdepth}{ } command may be used with a negative argument, e.g., \setcounter{secnumdepth} { -6 }.

4.2 Changing Titles and Counters of Sectional Units$$^*$$

LaTeX prints sectional units in certain standard patterns. The serial number (in an Arabic numeral) of a chapter is preceded by the label-word ‘Chapter’, while those of others by none. Some existing commands can be redefined to change these standard patterns. Such an example is shown in Table 4.1. The first \renewcommand{ }{ }

Table 4.1

Changing titles of sectional units

command in the preamble redefines the \chaptername command to Unit (as done in this book to Hour), i.e., the label-word of a chapter is changed from Chapter to Unit (the argument may be left empty if no label-word is required). The second \renewcommand{ }{ } command redefines the \thechapter command to \Alph{chapter} to print the serial number of a chapter by an uppercase alphabet¹. On the other hand, the third \renewcommand{ }{ } command is used to redefine the \thesection command to \S \thechapter.\arabic{section}, where the \thesection command controls the numbering of sections. The \S command makes the serial number of a section to be preceded by the symbol § with a trailing blank space (due to the following symbol). The serial number is generated through the \thechapter.\arabic{section} command, where the \thechapter command gives the serial number of the chapter under which the section belongs, followed by a full-stop mark (due to . symbol), and then the \arabic{section} command prints the serial number of the section by an Arabic numeral. The last \renewcommand{ }{ } command redefines the \thesubsection command to \thesection.\arabic{subsection} for numbering a subsection in an Arabic numeral, preceded by the number of its section (through the \thesection command) and a full-stop mark (due to . symbol). Similarly, the default numbering style of other sectional units can also be altered. The other available commands for altering the serial numbers of sectional units include \alph{ } for numbering in lowercase alphabets, and \Roman{ } and \roman{ } for numbering, respectively, in upper and lower Roman numerals.

On the other hand, each type of sectional unit is numbered serially starting from unity. This standard numbering can be changed to start from any intermediate integer through the \setcounter{ asec } { n } command, where asec is the name of the sectional unit like chapter or section , and n is the starting counter of the sectional unit (default value of n is 0), which is incremented by 1 each time the sectional command is used². For example, \setcounter{chapter} { 3 } will start the chapter numbering from 4.

4.3 Multiple Columns

The document-classes article, book, and report produce a document in single columns under the default option onecolumn . Still they permit to use the twocolumn option to \documentclass[ ]{ } for producing a document in two columns. If required, some portion of a two-column document can also be produced in a single column by writing that portion in [ ] of the \twocolumn[ ] command (detail is in §19.​2.​4). However, \twocolumn[ ] prints each single-column part on a new page even if sufficient blank space is left on the previous page of the document. Therefore, it is not a good practice to mix up both the options in a single document, except the cases as shown in Table 19.​10, where the single-column mode is used for printing the abstract of an article in a single column.

4.3.1 Multiple Columns Related Parameters

The visual appearance of a multi-column document may be controlled by the \columnsep , \columnseprule and \columnwidth commands. The \columnsep command specifies the gap between two columns, while \columnseprule specifies the width of the vertical line separating two columns. On the other hand, \columnwidth governs the width of a column and its value is automatically calculated from the values of \columnsep and \textwidth.

The default value of \columnseprule is set as zero to make the vertical line invisible, while the value of \columnsep varies with the used document-class and font size (detail is in §5.​1.​1). Their default effects can be altered by assigning them new values in the same way as shown in Table 5.​3 for page formatting commands. Table 4.2 shows an example of a two-column document, where a vertical line is generated between the columns by assigning a value of 1 mm to \columnseprule.

Table 4.2

Two columns separated by a vertical line through the \columnseprule command

4.3.2 A Flexible Approach to Generate Multiple Columns

The standard LaTeX can produce a document in a maximum of two columns through the twocolumn option to the \documentclass[ ]{ } command. Moreover, although the \twocolumn[ ] command can produce a portion of a two-column document in a single column, each single column is printed on a separate page. On the other hand, the columns on the last page are not balanced. To overcome such problems, the multicols environment, defined in the multicol package, can be used, which has the capability of producing any number of columns (up to ten) even on a single-column page³. Moreover, it can be applied inside other environments, like minipage (detail is in §4.4 on the following page). Table 4.3 on the facing page shows an application

Table 4.3

Multiple columns generated through the multicols environment

of the multicols environment, where three columns on a single-column document are generated through the mandatory argument of the environment. Moreover, two adjacent columns are separated by a vertical line of 0.5 mm width through \columnseprule. Because of the default full alignment of texts, excess blank space can be seen in the columns in Table 4.3. In order to avoid such excess blank space, texts may be made left aligned using \raggedright, which is to be inserted just after the \begin{multicols} { 3 } command.

In Table 4.3, the multi-column portion was shown preceded by a single-column paragraph. Instead of inserting in that way, it can also be inserted as an optional argument to the multicols environment as \begin{multicols} { 3 } [ apref ], where apref is the piece of texts to precede the multi-column portion.

The columns under the multicols environment can be customized through \columnsep and \multicolsep . The \columnsep command specifies the gap between two columns, while \multicolsep controls the vertical gap before and after the environment. The default values of \columnsep and \multicolsep in this environment are around 3.5 mm and 4.5 mm, respectively. The commands can be assigned other values in the same way as shown in Table 5.​3 for page formatting commands. On the other hand, the width of a column is calculated from the number of columns to be generated and the current value of \linewidth . The \linewidth command specifies the width of the current lines of texts, whose value is usually the same with that of \textwidth (detail is in §5.​1.​2), but may vary inside some environments like quotation (refer §3.​4 for detail).

The table and figure environments (details are in Hours 7 and 9) may not be supported properly in the multicols environment. In that case, their starred forms, i.e., table* and figure* environments, may be used for drawing tables or figures spanning all the columns.

4.4 Mini Pages

Mini pages mean dividing a portion of a page into a number of width-wise parts, usually for presenting related materials side-by-side, e.g., two tables for comparison purpose, a picture and its description, or LaTeX input and its output. Mini pages are generated through the minipage environment with a pair of optional and mandatory arguments, i.e., \begin{minipage} [ avert ] { ahorz }, where avert is the vertical alignment of the mini page and ahorz is its horizontal width⁴. The allowed vertical alignment options are center (default), top, and bottom, which are denoted by c, t, and b, respectively. In the case of the horizontal width, the sum of widths of all the side-by-side mini pages should not exceed the line width of the main page, otherwise the excess mini pages will be placed in the following lines. Hence, instead of specifying any fixed numeric value (say, 5cm), the width of a mini page may be specified as a fraction of the \linewidth command, say ‘0.4 \linewidth’ to create a mini page of width equal to 40 % of the line width of the main page.

Similar to the minipage environment, there exits boxedminipage environment also, which is defined in the boxedminipage package. The basic difference between the environments is that each mini page created by the boxedminipage environment is placed in a box. Applications of the environments are shown in Table 4.4, where

Table 4.4

Dividing a page width-wise using the minipage and boxedminipage environments

both the environments are top-aligned with minipage of 5.0 cm width and that of boxedminipage is equal to 40 % of the line width of the main page.

4.5 Foot Notes

LaTeX provides the \footnote{ } command for printing its argument as a foot note. The command is to be inserted just after the word or phrase (usually without any gap) against which a foot note is to be generated. In the output, such words or phrases are superscribed in Arabic numerals with the counter of the \footnote{ } command. The corresponding foot notes are printed serially at the bottom of the pages and they are marked by superscribing the respective serial numbers on the left side. As shown in Table 4.5, the foot notes on a page are separated from its main materials

Table 4.5

Foot notes generated through the \footnote{ } command

by a small horizontal line. A foot note may contain anything, such as paragraphs, lists, mathematical expressions, tabular materials, etc. Generally a word/phrase and the foot note generated against it appear on the same page. However, a foot note may be continued on the following pages also if it is long enough. On the other hand, the foot notes of a multi-column document are printed in full width at the bottom of a page, irrespective of the columns where from they are generated.

A foot note can be labeled and referred like other numbered items. As shown in Table 4.5, a foot note is to be labeled using \label{ } inside { } of the \footnote{ } command, and it can be referred as usual by the \ref{ } command⁵.

4.5.1 Foot Notes in Mini Pages$$^*$$

The markings and positions of foot notes inside a minipage environment are quite different. The foot notes of each mini page are marked by lowercase alphabets (a, b, c, etc.) and placed them at the bottom of the mini page. An example of foot notes in mini pages, along with a foot note in the main page also, is shown in Table 4.6 on the following page. The line break command \\ [ 2 mm ] is used before the first and after the last minipage environments for producing the mini pages in a separate paragraph with a gap of 2 mm before and after the paragraph. Moreover, the \hfill command is used after the first minipage environment for placing the mini pages left and right aligned with the remaining space of the line width of the main page in between the mini pages. As seen in Table 4.6, the foot note in the main page and those inside the mini pages are counted separately (by Arabic numerals in the main page, while by lowercase alphabets in the mini pages).

Table 4.6

Foot notes in mini pages

4.5.2 Altering the Pattern of Foot Notes$$^*$$

By default, foot notes are numbered in Arabic numerals. Other markings can be obtained by redefining the \thefootnote command in the preamble. For example, the \renewcommand{\thefootnote}{\fnsymbol{footnote}} command may be used for marking the foot notes by symbols like *, †, ‡, §, etc.

Although the markings of foot notes inside mini pages can also be altered by changing their counter mpfootnote by redefining the \thempfootnote command, still the markings are started afresh in each mini page. Such markings may be confusing in many cases, particularly if a foot note is to be referred. LaTeX provides the \footnotemark and \footnotetext{ } commands through which the foot note of a mini page can also be made to work like foot notes in main pages⁶. That is, the commands alter the counter of the foot notes of a mini page from mpfootnote to footnote, which is the counter of foot notes of main pages. The application of the \footnotemark and \footnotetext{ } commands is shown in Table 4.7 on the next page. Like the \footnote{ } command in main pages, the \footnotemark command in a minipage environment is used just after the word or phrase against which a foot note is to be generated. Then the contents of the foot note are written as the argument of the \footnotetext{ } command immediate after the minipage environment. A foot note of a mini page, generated through the \footnotemark and \footnotetext{ } commands, can be labeled and referred as an ordinary foot note. In that case, as shown in the second minipage environment in Table 4.7, the foot note is to be labeled inside {} of the \footnotetext{ } command. However, this process for generating foot notes in mini pages has the drawback that only one foot note can be generated against a minipage environment.

Table 4.7

Foot notes of a mini page to work like those in main pages

The inclusion of the fnpara package prints all the foot notes of a page in a single paragraph, instead of stacking them one below another. To put all the foot notes in the right column in a two-column document, the ftnright package may be loaded.

Similar to the \footnote{ } command, the \endnote{ } command under the endnotes package may be used for printing notes at the end of a chapter or document under the heading ‘Notes’. Foot notes can also be printed as end notes by redefining the \footnote command as \renewcommand{\footnote}{\endnote}.

4.6 Marginal Notes$$^*$$

Marginal note. LaTeX provides the \marginpar{ } command for printing an important note in the margin of a document. An application of the command can be seen just outside of this line, which is produced by inserting ‘\marginpar{\em Marginal note. }’ after the word line in the current sentence of this book. A marginal note is started against the line of a page in which the \marginpar{ } command appears.The \marginpar{ } command usually prints its argument as a marginal note in the right margin of a page. In the case of a twoside document, such as book, a marginal note is printed in the right margin of an odd numbered page and in the left margin of an even numbered page. In a twocolumn document, a marginal note is printed in the nearest margin. Although LaTeX decides the correct margin on its own without bothering a user, a problem may arise if an arrow is to be used in the margin to point some texts. This is because, as shown in the margin of this line, a left-pointing arrow is required in the right margin and a right-pointing one is required in the left margin. However, it is not known beforehand in which margin the arrow will appear, for which it would be confusing whether a right-pointing or a left-pointing arrow is to be used. LaTeX avoids this confusion also by allowing the \marginpar{ } command to take an optional argument, which is processed if the marginal note is to appear in the left margin, otherwise the mandatory argument is processed to print the marginal note in the right margin. For example, the arrow in the margin of this line is obtained through the \marginpar[$\Longrightarrow$]{$\Longleftarrow$} command.

When the \marginpar{ } command is used for printing a marginal note, the page size of a document is to be adjusted to accommodate the marginal notes. The commands required in this regard include \marginparwidth, \marginparsep , and \marginparpush . These commands signify, respectively, the width of a marginal note, the horizontal gap between the main texts of a page and a marginal note, and the vertical gap between two successive marginal notes. As addressed in §5.​1.​2 and shown in Table 5.​3, all of these three commands are to be put in the preamble, with appropriate values, along with other page setting commands. As an example, in this book, the \marginparwidth, \marginparsep, and \marginparpush commands are assigned the values of 12 mm, 3 mm, and 15 mm, respectively.

Footnotes

1

The default printing styles of sectional units can be altered by redefining some commands, such as \chaptername, \thechapter, \thesection, \thesubsection, and \thesubsubsection.

2

The default starting of numbering of a sectional unit from unity can be altered to start from the intermediate number n+1 by inserting \setcounter{ asec } { n }, where asec is the name of the sectional unit like chapter or section.

3

The multicols environment, defined in the multicol package, can be used for producing any number of columns (up to ten) even on a single-column page.

4

The minipage environment can be used for dividing a portion of a page into a number of width-wise parts, usually for presenting related materials side-by-side, e.g., two tables for comparison purpose, or a picture and its description.

5

Like other numbered items, a foot note generated through \footnote{ } can also be labeled and referred using \label{ } and \ref{ }, respectively.

6

LaTeX provides \footnotemark and \footnotetext{ } for generating foot notes in mini pages, similar to those in main pages generated through \footnote{ }.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_5

Hour 5

5. Page Layout and Style

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

LaTeX has default page layouts and styles which can be used without any difficulty. These default settings can also be customized, if required, which are discussed in this Hour.

5.1 Page Layout

The type of the physical paper for producing a document can be specified as an option to the \documentclass[ ]{ } command, e.g., \documentclass[a4paper]{article} for printing an article on A4-size paper (a4paper is the type of paper). The types and sizes of the standard papers accepted by the \documentclass[ ]{ } command are listed in Table 5.1. The length of a line and the number of lines per page for printing

Table 5.1

Types and sizes of standard papers accepted by the command

texts are fixed according to the chosen paper-size. Besides the size of a paper, its orientation can also be specified by portrait (default) or landscape as another option to \documentclass[ ]{ }. In the portrait orientation, the longer dimension of a page goes in vertical and shorter dimension in horizontal, while the landscape orientation is just opposite to the portrait orientation.

5.1.1 Standard Page Layout

There are many LaTeX commands controlling various dimensional parameters of the page layout for a document. The commands controlling some important parameters are listed in Table 5.2 on the next page, as well as shown diagrammatically

Table 5.2

Commands controlling some important parameters of a page layout

in Fig. 5.1. The \hoffset and \voffset commands in Fig. 5.1 represent, respectively, the horizontal and vertical coordinates of the reference point, whose default values are usually set to zero. All the standard papers listed in Table 5.1 have some fixed values for the commands controlling the dimensional parameters of a page layout. Even for the same paper, the value of a command may vary with the size of fonts as well as with the type of printing (single-side or both-side). However, the values of these commands are independent of the three standard document-classes of article, book, and report. For a particular setting, the page layout similar to the one shown in Fig. 5.1, along with the values of some parameter controlling commands, can be obtained through the \layout command defined in the layout package. Such values for the document-class article in 12 pt fonts on oneside printing a4paper paper are also shown in Fig. 5.1 (obtained just by executing the \layout command), where the values of the commands are given in pt (1 pt$$\approx $$0.3515 mm). The commands \paperheight and \paperwidth represent, respectively, the height and width of the physical paper.

5.1.2 Formatting Page Layout$$^*$$

Instead of using a standard page layout, a user can create an own layout by assigning suitable values to the layout controlling commands. Such a command can be assigned a new value either through an explicit mathematical expression or through the \setlength { acomm } { aval } command, where acomm is a command and aval is its new value. If a command is not assigned a new value, its default value for the chosen paper is used. The values used during drafting this book (the paper is a4paper) are shown in Table 5.3 on the next page through both mathematical expression and the \setlength{ }{ } command (any one of these forms is to be inserted in the preamble of the input file of a document).

Fig. 5.1

Commands controlling some important parameters of a page layout

5.1.3 Increasing the Height of a Page$$^*$$

The commands discussed in §5.1.1 and §5.1.2 format a page layout globally, i.e., their values remain the same on all pages. Sometime, however, the vertical height of a particular page may need to be enlarged locally, specially to accommodate a table

Table 5.3

A manually defined page layout (only one form is to be used in the preamble)

or a figure, or even small piece of texts of a section going to a new page. This can be done through the \enlargethispage { asize } or \enlargethispage* { asize } command, where \enlargethispage{ } increases the vertical height of a page by an amount of asize, while \enlargethispage*{ } tries to shrink inter-line spacing to free that amount of space on the page. The commands may be inserted in any place in the input file containing the materials to be printed on the particular page.

5.2 Page Style

Once a page layout is set, the next step is the design of the pages of a document, which mainly includes running header and footer, page numbering, and the front page of a chapter. LaTeX provides various standard macros as well as customizing facilities for designing a document. The header and footer, and page numbering are discussed in the following two sections, while the front page of a chapter is covered in §4.​2.

5.3 Running Header and Footer

The running header and footer on the pages of a document are controlled by the \pagestyle{ } and \thispagestyle{ } commands, whose arguments specify a page style. Some commonly used page styles are listed in Table 5.4 on the following page. The \pagestyle{ } command implements the chosen page style on the current page as well as on the succeeding pages, while \thispagestyle{ } works locally on the current page only. Usually \pagestyle{ } is used in the preamble for its global effect, and \thispagestyle{ } is used inside the document environment to suppress the global effect of \pagestyle{ } on the current page, e.g., \thispagestyle{empty} may be used in the title page of a book or a report.

By default, \thispagestyle{plain} is issued by the document-classes of article, book, and report to the \maketitle command and the first page of major sectioning commands,

Table 5.4

Page styles to control running header and footer in a document

like \part{ } or \chapter{ }. To suppress the effect of \thispagestyle{plain} on these pages, \thispagestyle{ } with an appropriate page style may be used just after the \maketitle, \part{ } or \chapter{ } command, e.g., \thispagestyle{empty} may be used to suppress the default page numbering on these pages.

5.3.1 Header with the headings Style

In the page style headings, the running footer is empty, and the header contains the page number and the title of a sectional unit of that page. The position of the page number depends on the type of printing, and the sectional unit whose title appears in the heading depends on the chosen document-class. Different types of headings under the page style headings are outlined in Table 5.5. In the case of multiple sectional units on a page, the title of the last unit appears on the header. In the heading, the title of a \chapter{ } is also preceded by the label-word CHAPTER and its serial number, while the title of a \section{ } or a \subsection{ } is preceded by its serial number only.

Table 5.5

Styles of headers under the headings page style

5.3.2 Header with the myheadings Style

The running header in the page style myheadings is the same with that in the page style headings. The only difference is that the style of the header under headings is predefined, while it is user-defined under myheadings. The information about a sectional unit is passed to the running header through a specified marker command, e.g., the marker commands associated with \chapter{ }, \section{ }, and \subsection{ } are \chaptermark, \sectionmark , and \subsectionmark , respectively. Further, the \markboth{ }{ } and \markright{ } commands are associated with a marker command. The \markboth { aeven } { aodd } command is active under the twoside printing option with aeven as the contents of the header of even (left hand) pages and aodd as that of odd (right hand) pages. In \markboth{ }{ }, page number is printed on left side of even pages and on right side of odd pages. On the other hand, \markright { acont } is appropriate for oneside printing option, where acont is the contents of the header of all pages.

Generally the information of two different sectional units (e.g., \chapter{ } and \section{ }, or \section{ } and \subsection{ }) is put on odd and even pages. However, the information of both the sectional units cannot be passed through \markboth{ }{ } associated with the marker command of a single sectional unit. Therefore, \markboth { aeven } { } and \markright { aodd } are used in combination, where aeven is the information for left hand pages and aodd is that for right hand pages (the second argument of \markboth{ }{ } is not processed). In this combination, aeven and aodd are internally stored as \leftmark and \rightmark, respectively.

Once \markboth{ }{ } and \markright{ } are finalized, they are associated with the marker commands of two different sectional units, where the marker commands are redefined through the \renewcommand{ }[ ]{ } command to implement the changes made. Two examples of redefining the marker commands \chaptermark, \sectionmark, and \subsectionmark are shown in Table 5.6 (each \renewcommand{ }[ ]{ }

Table 5.6

Redefining running header generating marker commands

is split into two lines as \renewcommand{ }[ ]% and { } due to space limit). The \chaptername command generates the label-word Chapter, while \thechapter , \thesection , and \thesubsection generate the serial numbers of the current chapter, section and subsection, respectively. The syntax [ 1 ] means that there is one argument and the syntax # 1 is the location where the argument would be printed (in the current examples, it might be the title of a sectional unit). The first \renewcommand{ }[ ]{ } command in example 1 would generate a running header on left hand pages something like ‘Chapter 1. Headers and Footers’, while the second \renewcommand{ }[ ]{ } command of this example would generate a header on right hand pages something like ‘1.2. Generating Headers’. The redefinitions given in Table 5.6 are default headers under the page style headings discussed in §5.3.1. To get the same headers under the page style myheadings, these redefinitions are to be put in the preamble of the input file of a document. Since the headers under the page style myheadings are user-defined, it is not necessary to use the exact redefinitions given in Table 5.6, but these can be customized as one wishes. For example, the \chaptername command in example 1 may be omitted if the label-word Chapter is not to be printed in the header, or the headers can be produced in boldface fonts by writing the arguments of \markboth{ }{ } and \markright{ } through \textbf{ }, like \markboth{\textbf{\thechapter. # 1 } } { } and \markright{\textbf{\thesection. # 1 } }.

5.3.3 Header and Footer with the fancy Style Under the fancyheadings Package$$^*$$

The page style fancy, defined in the fancyheadings package, allows very elegant customization of the running header and footer of a document. The package provides three types of headers as well as footers, through which a header/footer can be made page-wise left, center or right aligned, or even multiple pieces of headers and footers can be used. The commands for such headers and footers are shown in Table 5.7, where podd and peven are the contents of the headers/footers on odd and

Table 5.7

Commands for headers and footers under the fancyheadings package

even pages, respectively (optional peven becomes active only if twoside printing is opted). The line break command \\ can also be used to put a header/footer in multiple lines. However, in that case the values of \headheight and \footskip may need to be increased (refer Fig. 5.1 and Table 5.3).

In the fancyheadings package, provision is also there for drawing horizontal rules (lines) below the header and above the footer, whose thicknesses are controlled through the \headrulewidth and \footrulewidth commands, respectively. The default value of \headrulewidth is 0.4 pt, while that of \footrulewidth is 0 pt (making the rule above the footer invisible). The thickness of a rule can be altered through \setlength{ }{ } (refer Table 5.3 for detail). Moreover, the headers, footers and their rules can also be extended to cover the marginal notes, by increasing the value of their width controlling command \headwidth from \textwidth  (default value) to \textwidth + \marginparsep + \marginparwidth.

The first three pages of a book chapter (the front page, an even page, and an odd page), designed through the page style fancy under the fancyheadings package, are shown in Table 5.8, where the line numbers in the LaTeX input file are shown for explanation purpose only. Two-side printing is opted in line 1 through the twoside option to \documentclass[ ]{ }. The fancyheadings package is loaded in line 2 and the page style fancy is opted in line 4. The marker commands \chaptermark and \sectionamark are redefined in lines 5 and 6 through \markboth{ }{ } and \markright{ }, respectively. The first argument of \markboth{ }{ } and the only argument of \markright{ }, which in the

Table 5.8

Header and footer with the fancy page style under the fancyheadings package

present case are ‘\thechapter. # 1’ and ‘\thesection. # 1’, are internally stored in \leftmark and \rightmark , respectively  (the second argument of \markboth{ }{ } is not processed as mentioned in §5.3.2). Various headers and footers, as stated in Table 5.7, are defined in lines 7–11. The arguments of \lhead[ ]{ } in line 7 print \thepage (page number) and \rightmark (information about \section{ }) as the left aligned headers on even and odd pages, respectively. Similarly, the arguments of \rhead[ ]{ } in line 8 print \leftmark (information about \chapter{ }) and \thepage (page number) as the right aligned headers on even and odd pages, respectively. Moreover, each of \thepage, \rightmark, and \leftmark is inserted as the argument of \textbf{ } for printing the corresponding contents in boldface fonts. On the other hand, values to the first argument of \lfoot[ ]{ } in line 9 and the second argument of \rfoot[ ]{ } in line 10 are supplied for printing their contents as the left aligned footer on even pages and right aligned footer on odd pages, respectively. No value is assigned to the arguments of \cfoot[ ]{ } in line 11 in order to keep the center footer blank, otherwise the page number will be printed here also. The \renewcommand{ }{ } command in lines 12 and 13 assigns the value of 0.15mm to each of \headrulewidth and \footrulewidth for obtaining rules, each of thickness 0.15 mm, below the header and above the footer, respectively. Moreover, \addtolength{ }{ } is used in lines 14 and 15 for adding the values of \marginparsep and \marginparwidth to the default value of \headwidth, which is done for increasing the horizontal widths of the header, footer and rules to cover the marginal notes also. Finally, \thispagestyle{empty} is inserted just after each \chapter{ } (shown in line 20) to avoid numbering of the first page of a chapter, otherwise \thispagestyle{plain} (by default associated with \chapter{ }) will print the page number as the center footer on the first page of each chapter.

5.3.4 Header and Footer with the fancy Style Under the fancyhdr Package$$^*$$

Similar to the fancyheadings package, there is fancyhdr package that also defines the fancy page style¹. The header and footer commands under the fancyhdr package are slightly different than those under the fancyheadings package. For obtaining the same style (as shown in Table 5.8) under the fancyhdr package, the commands of lines 7–11 in Table 5.8 are to be replaced by the six lines of commands given in Table 5.9.

Table 5.9

Header and footer with the fancy page style under the fancyhdr package

The \fancyhead[ ]{ } and \fancyfoot[ ]{ } are, respectively, the commands for headers and footers, whose l, c, and r options stand for left, center, and right aligned header/footer, while o and e mean odd and even numbered pages, respectively. Accordingly, the combinations lo and le stand for left alignment on odd and even numbered pages, respectively, while ro and re mean right alignment on those pages. If no choice is supplied for alignment, headers/footers will be printed in all the three positions (left, center, and right). Similarly, if no choice is supplied for pages, a header/footer will be printed on both odd and even numbered pages. On the other hand, if none of alignment and page is provided, headers/footers will be printed in all the three alignments on both odd and even numbered pages.

5.4 Page Breaking and Adjustment

The application of the \nopagebreak command at a point prevents the page breaking at that point. On the other hand, the \newpage, \pagebreak , \clearpage , or \cleardoublepage command may be used for printing the remaining contents of a document on a new page by breaking the current page at the point where the command appears. In the case of twoside option to \documentclass[ ]{ }, \cleardoublepage prints the remaining materials of a document from the next odd numbered (right hand) page, even by leaving the previous even numbered (left hand) page blank, if required. In a multi-column page, the \newpage and \pagebreak commands start a new column instead of a new page. In that case, a new page can be started using \clearpage or \cleardoublepage only.

The \raggedbottom declaration in the preamble puts texts from the top of a page, leaving extra space at the bottom if no material is available to put in that limited space. The \raggedbottom declaration is default, except under the twoside option to \documentclass[ ]{ }. In contrary, the \flushbottom declaration makes all pages of the same height adding extra vertical space, if required². Even when \flushbottom is in effect, \newpage may be used to produce a shortened page (i.e., like \raggedbottom page).

5.5 Page Numbering

As seen in Table 1.​2, by default LaTeX assigns a page number in Arabic numeral at the bottom-center of every page, starting with 1 from the very first page of a document. Other numbering styles can be obtained by manual setting, either for all pages or for selective pages of a document. A few such styles are explained below:

1.

Five types of page numbering are available, which are listed in Table 5.10 ³.

Table 5.10

Different types of page numbering

A particular type of numbering can be obtained through \pagenumbering { anum }, where anum is the required type of numbering as shown in Table 5.10, e.g., \pagenumbering{alph} for numbering pages by lowercase English alphabets. The effect would be global if \pagenumbering{ } is put in the preamble. For local effect, the command can be put inside the document environment also, e.g., numbering the pages of the front matter of a book by lowercase Roman numerals, while those of the main matter and back matter by Arabic numerals. If \pagenumbering{ } is put somewhere inside the document environment, the previous numbering style will be altered with effect from the current page onward. Whenever \pagenumbering{ } is used, the counter of the pages is reset to unity starting from the page containing the command. For effective local implementation, \pagenumbering{ } should be preceded by one of the \newpage , \clearpage and \cleardoublepage commands, which will terminate the current page and print the remaining materials of a document starting from the next page.

2.

By default page numbering starts from unity. Numbering can be started from any other number using \setcounter{page} { n } in the preamble, where n (an integer) is the desired starting page number of the document.

3.

The \thispagestyle{empty} command may be used on a page to avoid it from numbering (although the page will not be numbered, it will be counted while numbering the following pages). This may be useful in a report, where number is not to be shown on the first page. If a page is not to be numbered as well as not to be counted, the \setcounter{page} { n } command with appropriate value of n may be used at the starting of the next page.

4.

If none of the pages of a document is to be numbered, the \pagestyle{empty} or the \let\thepage\relax command may be used in the preamble.

Footnotes

1

The header style under the headings page style is predefined, while the header/footer styles under the myheadings and fancy page styles are user-defined.

2

The \raggedbottom declaration (default except twoside option to \documentclass[ ]{ }) puts texts from the top of a page leaving extra space at the bottom if required, while the \flushbottom declaration makes all pages of the same height adding extra vertical space if required.

3

Five types of numbering of pages and numbered units are arabic, roman, Roman, alph, and Alph.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_6

Hour 6

6. Listing and Tabbing Texts

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

Important matters in a document are usually listed point-wise, either for concise presentation or for making them prominent. Similarly, texts may also need to be tabbed in different columns along the width of a page.

6.1 Listing Texts

There are three listing environments, namely enumerate , itemize , and description . The enumerate environment creates a numbered list and the itemize environment creates an unnumbered list, while the description environment is used to generate a list with user-defined labels. In any of these environments, each individual item is written through an \item command, i.e., an item is preceded by an \item command. An \item command prints an item on a new line/paragraph, and two items are separated by a predefined vertical gap, which can be controlled locally by assigning a suitable value to the \itemsep command inside an environment, e.g., \setlength{\itemsep} { 0 mm} for eliminating the vertical gap, while \setlength{\itemsep} { 10 mm} for maintaining a vertical gap of 10 mm.

6.1.1 Numbered Listing Through the enumerate Environment

The enumerate environment produces a numbered list of items, where the items are numbered by Arabic numerals as shown in Table 6.1. It is also possible to write

Table 6.1

Numbered listing through the enumerate environment

an enumerate environment inside another enumerate environment, in which case the inner environment will belong to an \item of the outer environment. A maximum of four enumerate environments can be nested one inside another for producing a hierarchy of items¹. Such an example is shown in Table 6.2, which also shows how

Table 6.2

Nested numbered listing through the enumerate environment

an enumerated item can be labeled and referred through the \label{ } and commands, respectively (blank spaces preceding inner lines in the LaTeX input are kept only for easy understanding of a loop, otherwise they do not have any sense in LaTeX). The default numbering styles in the nested four listings under the enumerate environment are 1., 2.,...; (a),(b),...; i., ii.,...  and A., B.,...  respectively, while their referring styles are 1, 2,...; 1a, 1b,...; 1(a)i, 1(a)ii,...  and 1(a)iA, 1(a)iB,...  respectively.

6.1.1.1 Changing the Numbering Style I$$^*$$

The default numbering styles in the nested enumerate environment can be altered by redefining \labelenumi , \labelenumii , \labelenumiii , and \labelenumiv , where \labelenumi governs the numbering style in the first enumerate environment, \labelenumii in the second enumerate environment, and so on. Similarly, their default referring styles can be altered by redefining \theenumi , \theenumii , \theenumiii , and \theenumiv , respectively. The example of Table 6.2 is reproduced in Table 6.3 on the following page by altering the default numbering and referring styles, where the differences between the two patterns are self-explanatory. The fields enumi , enumii , enumiii , and enumiv are, respectively, the counters of the items in four nested

Table 6.3

Altering styles of numbered listing under the enumerate environment

enumerate environments, while \arabic{enumi}. , ( \Alph{enumii} ) , ( \alph{enumiii} ) , and ( \roman{enumiv} ) are the numbering styles of those items.

6.1.1.2 Changing the Numbering Style II$$^*$$

In many cases some fixed texts may need to be included in the numbering of a set of listed items, e.g., Exercise, Question, Note, etc. Such texts can be included in the redefinitions of the \labelenumi , \labelenumii , \labelenumiii and \labelenumiv commands. However, even if the numbering style of the items is changed by including some fixed texts, they will still be referred by their serial numbers only, i.e., without the included fixed texts. Table 6.4 on the next page shows an example where the serial numbers of the items in the first enumerate environment are preceded by (Q.).

Table 6.4

Numbered listing under the enumerate environment mixed with global fixed texts

If the \labelenumi , \labelenumii , \labelenumiii and \labelenumiv commands are redefined in the preamble of a document, their effects will be global. To get different local effects in different enumerate environments, the commands should be redefined repeatedly before starting every enumerate environment. However, it may not always be convenient to redefine the commands every time, particularly when two or more environments are nested one inside another. Such drawbacks can be overcome through the enumerate package, which redefines the enumerate environment with an optional argument for specifying its numbering style², e.g., \begin{enumerate} [ Note 1 ] for numbering the items of the environment as Note 1, Note 2, etc. The tokens 1, i, I, a and A are reserved for indicating a numbering style. If any of these five tokens appears in the fixed texts of the optional field, it is to be protected by writing it in { }. For example, the letter ‘a’ of ‘Lemma’ is to be protected by writing it as { a } (i.e., [ Lemm { a } 1 ]), otherwise it would be treated as a counter instead of just a fixed letter. Although the numbering styles of the items are changed by including some fixed texts, here also the items are referred by their serial numbers only, i.e., without the included fixed texts. Table 6.5 on the following page shows a document that contains multiple enumerate environments with different numbering styles.

Table 6.5

Numbered listing under the enumerate environment mixed with local fixed texts

6.1.2 Unnumbered Listing Through the itemize Environment

An unnumbered list is produced through the itemize environment, an example of which is shown in Table 6.6. Unlike in a numbered list, an item of an unnumbered

Table 6.6

Unnumbered listing through the itemize environment

list cannot be referred even if it is labeled by a reference key. This is because the item does not have any serial number to refer it. Like the enumerate environment, a maximum of four itemize environments can be nested one inside another. This is shown in Table 6.7 on the following page, which is the reproduction of the example of Table 6.2 in the itemize environments. The default markings of the items in the four nested itemize environments are bullet, hyphen, asterisk and dot, respectively.

As in the case of the enumerate environment, the default markings in the itemize environment can also be altered by redefining the \labelitemi , \labelitemii , \labelitemiii and \labelitemiv commands³. Table 6.8 on the next page shows an example where the default markings in two nested itemize environments are replaced by the symbols $$\bigstar $$ and $$\vartriangleright $$, respectively. As mentioned in §6.1.1.2, if \labelitemi, \labelitemii,

Table 6.7

Nested unnumbered listing through the itemize environment

Table 6.8

Altering styles of unnumbered listing under the itemize environment

etc., are redefined in the preamble of a document, their effects will be global. On the other hand, if they are redefined somewhere inside the document environment, their effects will be local only to those itemize environments that follow these redefinitions.

6.1.3 Listing with User-Defined Labels Through the description Environment

The description environment facilitates to prepare a list of items with user-defined labels. Like the itemize environment, the description environment also does not have any counter, for which its items can not be referred by any serial number. An item in the description environment is labeled through an optional argument to the \item command, e.g., \item[ (a) ] will label its item by (a) (labeling of items under the enumerate or itemize environment can also be changed in this way by providing an optional argument to the \item command). Table 6.9 shows an application of the description

Table 6.9

Listing with user-defined labels through the description environment

environment, where its items are labeled by (a), (b), etc. The optional argument of \item[] can be anything, like (a), (b), (i), (ii), or Rule, Action, etc., which is printed in boldface fonts. The font style of labeling can be changed by redefining the \descriptionlabel command⁴, e.g., the \renewcommand{\descriptionlabel}[ 1 ]{\textit { # 1 } } command will print the labels in italic fonts (the effect will be global if redefined in the preamble, otherwise local only to the following description environments if redefined inside the document environment). Like the enumerate and itemize environments, the description environments can also be nested one inside another.

Since items in the description environment are labeled by providing label-names in [ ] after the \item command, [] in the starting of an item, if any, is to be protected by writing in { } as { [] }, e.g., ‘\item [ Q.1 ] { [Delhi/Mumbai] } is the capital of India’ for producing ‘Q.1 [Delhi/Mumbai] is the capital of India’.

6.1.4 Nesting Different Listing Environments

It is discussed in §6.1.1–6.1.3 that two or more of each of the enumerate, itemize and description environments can be nested one inside another. Nesting of different listing environments is also possible for producing a hierarchy of items. Table 6.10 on the next page shows an enumerate environment nested separately with another enumerate, an itemize , and a description environments. By default the items of the main enumerate environment are numbered by 1, 2 and 3, respectively. Since the first nested environment is another enumerate environment, its items are numbered by (a), (b) and (c), respectively, i.e., by the second level of numbering in the nested enumerate environments (refer §6.1.1 for detail). However, since different environments are nested in the second case (an itemize environment inside an enumerate environment), the items of the itemize environment are labeled by its first level of labeling, i.e., by bullet marks. On the other hand, as usual the items of the description

Table 6.10

Nested different listing environments

environment in the third case are labeled by the supplied texts of (i), (ii) and (iii), respectively. These default patterns of labeling can also be altered as discussed in §6.1.1–6.1.3.

6.1.5 Indentation of Listed Items$$^{*}$$

Notice in Tables 6.1, 6.2, 6.3 and 6.7 that the listed items are printed with a predefined indentation on the left side. Sometime space becomes precious seeking to reduce that indentation, which can be done as follows:

The size of item indentation in the enumerate and itemize environments can be adjusted locally by assigning a suitable value to the leftmargin option defined in the enumitem package. It is to be done at the starting of an environment, e.g., as \begin{enumerate} [ leftmargin= 4 mm ] or \begin{itemize} [ leftmargin= 4 mm ] for adjusting the indentation to 4 mm.

However, the enumitem package conflicts with the enumerate package, which redefines the enumerate environment to take an optional argument for specifying the numbering style of items as explained in §6.1.1.2. Accordingly, if both the provisions (changing numbering style and adjusting indentation) are essential in the same document, an alternative for adjusting item indentation in the enumerate environment would be to specify the numbering style (not necessarily to change anything) by incorporating \hspace{ } with a suitable value, e.g., \begin{enumerate} [ \hspace { 0 mm } 1. ] for numbering in Arabic numerals without any indentation, or \begin{enumerate} [ \hspace { 0 mm } (a) ] for the same job but numbering by lowercase alphabets in a pair of parentheses.

6.2 Tabbing Texts Through the tabbing Environment

The tabbing environment is used for aligning texts in different columns. The \=  command is used, usually in the first row, to generate a new column by ending the current column. The \> command moves the control to the next column in the subsequent rows. Each row is terminated by a line break command \\ to go to the next row (the last row is not required to be terminated by \\). Table 6.11 shows a simple two-column

Table 6.11

Tabbing texts in different columns through the tabbing environment

example of tabbing through the tabbing environment. The two columns are generated in the first row by a \= command (one \= command separates two columns) and the row is terminated by \\. The remaining rows are inserted in the same way, but replacing \= with \> .

6.2.1 Adjusting Column Width in the tabbing Environment

The width of a column is fixed based on the length of the entry in the column in that row in which it is generated. If the width is not sufficient to accommodate the entry of that column in any subsequent row, the \hspace{ } or \hspace*{ } command can be used in the column generating row to increase the width of the column. This is shown in Table 6.12, where the width of the first column is increased by 0.5 cm using

Table 6.12

Adjusting tabbing column width in the tabbing environment through the command

\hspace { 0.5 cm } in the first row. Without the additional space created by , the width of the column would not be sufficient to accommodate the entry of that column in the last row. Note that all the columns in a tabbing environment are not required to be generated in the first row itself. In Table 6.12, originally two columns are generated in the first row. The necessity of another (the third) column is felt in the fourth row, and hence it is generated there by splitting the second column into two by using a \= command. This column could be generated in the first row also, by adjusting its width through a \hspace{ } command. In that case, the third column had to be left blank till the fourth row.

Another option for creating columns of required widths and number is to use the \kill command. In that case, all the columns are generated in the first row itself, where the entry of a column is the widest entry which appears later in that column. Finally, the row is ended by the \kill command, instead of the line breaking command \\, instructing not to print the row but just to generate the columns. As an example of using the \kill command, the list of Table 6.12 is reproduced in Table 6.13.

Table 6.13

Adjusting tabbing column width in the tabbing environment using the \kill command

6.2.2 Adjusting Alignment of Columns in the tabbing Environment$$^*$$

By default the entry of a column in the tabbing environment is left aligned. Provision is there for right-aligning the last entry, for which the last entry is to be preceded by the \ˋ command. Moreover, the \’ command can be used between two pieces of texts of the entry of a column, in which case the first piece of texts is printed right aligned in the previous column. The applications of both the \ˋ and \’ commands are shown in Table 6.14.

Table 6.14

Aligning tabbing texts in the tabbing environment using \ˋ and \’

Note that \ˋ, \’ and \= cannot be used in the tabbing environment for producing accents (refer Table A.​1 for detail) as they bear different meanings in this environment. Instead of those, \aˋ, \a’ and \a= are to be used, e.g., the \aˋ{o} , \a’{o} , and \a={o} commands in a tabbing environment will generate the accents ò, ó, and ō, respectively, which are the same with those usually produced by the \ˋ{o}, \’{o} and \={o} commands, respectively.

Footnotes

1

A maximum of four enumerate environments can be nested for producing a hierarchy of items.

2

Numbering styles of items of the enumerate environment can be changed, including the addition of some fixed texts, either redefining \labelenumi, \labelenumii, \labelenumiii and \labelenumiv, or including an optional argument to the environment as defined in the enumerate package.

3

Marking styles of items of the itemize environment can be changed by redefining the \labelitemi, \labelitemii, \labelitemiii and \labelitemiv commands.

4

The font style of item labeling in the description environment can be changed by redefining the \descriptionlabel command.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_7

Hour 7

7. Table Preparation I

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

A table is used for presenting data or items row- and column-wise in a concise form. In LaTeX, the tabular, tabularx , and longtable environments are used for preparing different types of tables. However, tables produced by the tabular and tabularx environments cannot be assigned any serial number or title, which are generally required to identify a table. Moreover, they produce a table as a single object in running texts, which may cause a problem in drawing a big table in the limited space of a page. All such drawbacks can be overcome by nesting the tabular and tabularx environments with another environment, such as the table, wraptable , or sidewaystable environment (a serial number and a title to the table under the longtable environment can be assigned directly).

7.1 Table Through the tabular Environment

Tables are widely prepared through the tabular environment, where the columns of a table are generated through the mandatory argument of the environment. For example, \begin{tabular}{ |l |c |c |c |c } in Table 7.1 generates a five-column table

Table 7.1

A simple table through the tabular environment

(\begin{tabular}[ ]{ } may also be used with optional provision in [ ] for vertical positioning). A column can be generated through one of the three letters of l , r , and c  (other types of columns are discussed in §7.2 and §7.5). Each of these letters represents a column as well as the alignment of the entries in that column (l for left alignment, r for right alignment, and c for center alignment). The | symbol in the argument of \begin{tabular}{ } is used either to mark a boundary or to separate two columns by a vertical line in the specified location, covering the full height of the table. Following the \begin{tabular}{ } command, the column-wise entries of a row are inserted, separating two entries by an & and ending the row by a line break command \\ . Further, the \hline command is used either to mark a boundary or to separate two rows by a horizontal line in the specified location, covering the full width of the table (a \hline command before a row draws a horizontal line above the row). Finally, the tabular environment is ended by the \end{tabular} command (the \hline command just above the \end{tabular} command draws the lower horizontal boundary of the table).

Note that the tabular environment in Table 7.1 is nested inside the table environment for creating the table in a separate paragraph as well as for captioning and labeling it. The table environment is first created through the \begin{table}[!hbt] command (the optional argument !hbt is for the preferred vertical positioning of the table, which is explained in §7.3). The next command in Table 7.1 is \centering , which instructs for width-wise center alignment of the table (other commands could be \flushleft for left alignment or \flushright for right alignment). The \caption { attl } ¹ command used in the table environment (but outside the tabular environment) assigns a serial number to the table preceded by the default label-word Table and followed by a colon, along with its argument attl as the title (caption) of the table (since the title usually comes on the top of a table, the \caption{ } command is used before the tabular environment). Following the \caption{ } command, the \label{ } command is inserted with a unique reference key, which as shown in Table 7.1 can be used in the \ref{ } command for referring the table anywhere in the document. Also note that \label{ } is always used after \caption{ }. Moreover, \label{ } does not have any effect without \caption{ }, in which case the table is not assigned any serial number.

7.2 Table Through the tabularx Environment

In the tabular environment discussed in §7.1, a column is generated by one of the options of l, c, and r. The width of a column under any of these options is made equal to the length of the longest entry in that column. This may extend a table even beyond the width of a page if the table has some very long entries.

The tabularx package provides the tabularx environment, which can cal-culate automatically the width of a column so as to restrict a table within a pre-specified horizontal width irrespective of the lengths of the entries in the table. The tabularx environment takes two mandatory arguments, i.e., \begin{tabularx} { awidth }{ acols }, where awidth is the horizontal width of the table and acols is its columns. The columns in the tabularx environment are generated in the same way as in the tabular environment. A fixed-width column is generated through l, c, or r, while a X is used to generate a flexible-width column (i.e., a column whose width is to be calculated automatically) ². All the flexible-width columns of a table are of equal width, which is calculated internally as the difference of the total width (awidth) of the table and total width of the fixed-width columns, divided by the number of flexible-width columns. Entries in a flexible-width column are made full aligned. Other alignments can be obtained using either >{\raggedright\arraybackslash} , >{\centering\arraybackslash} , or >{\raggedleft\arraybackslash} before X , which make the entries left, center, and right aligned, respectively (without the \arraybackslash command, the line breaking command \\ used for terminating a row may not work properly in some cases). Table 7.2 shows an application of the tabularx environment

Table 7.2

A simple table through the tabularx environment

for generating a three-column table of a total width of 80% of the page width, i.e., 0.8 \linewidth  (a fixed value, say 10cm or 6in, can also be used). Since the middle column is generated by the option c, its width is fixed by the longest entry in that column. The extreme two columns are generated by the option X, for which their widths are equal and calculated internally to accommodate all the three columns in the pre-specified width (i.e., 0.8 \linewidth) of the table. Moreover, the last column is made right aligned by generating it through >{\raggedleft\arraybackslash}X, instead of just through X. All other matters of Table 7.2 are same with those of Table 7.1.

7.3 Vertical Positioning of Tables

As shown in Tables 7.1 and 7.2, the preferred vertical position of a table on a page can be specified as an optional argument to the table environment, i.e., \begin{table} [ avp ], where avp is the specifier for vertical positioning of the table. The commonly used specifiers are h , b , and t , which stand for here, bottom of the page, and top of the page, respectively. These specifiers can be used individually or in a combination of two or three. Moreover, for placing the table in the specified position even if enough space is not available on the current page, the specifier or the combination of the specifiers may be preceded by a ! symbol, like !h , !b , or !hbt . Irrespective to the order of the specifiers in a combination, LaTeX always uses the following order for positioning a table:

If ! is used, many default or preset restrictions are ignored and a table is attempted to put in the specified position.

If h is given, the table is attempted to put in the exact position. If fails and no more specifier is given, by default LaTeX considers the specifier t for placing the table on the top of the next page.

If t is given, the table is attempted to put on the top of the current page.

If b is given, the table is attempted to put at the bottom of the current page.

Besides h, b, and t, there is another specifier H , which is defined in the float package. Usually, if a table cannot be put on the current page due to space limit, it is taken to the next page and the remaining space of the current page is filled by the texts which are typed in the LaTeX input file after the table. However, H instructs to put a table here only. If the blank space on the current page is not sufficient to hold the table, it is taken to the top of the next page along with the texts that follow the table, by leaving the current page incomplete. The specifier H is used alone, i.e., it should not be combined with ! or any of h, b, and t. Refer §8.​9 on the page 80 for putting all the tables at the end of a document, regardless of their actual positions in the LaTeX input file.

7.4 Sideways (Rotated) Texts in Tables$$^*$$

If a table contains some long entries, space can be saved by printing such entries in vertical direction through the sideways environment defined in the rotating package. An application of the sideways environment is shown in Table 7.3 on the next page.

Table 7.3

Table with entries in vertical direction

7.5 Adjusting Column Width in Tables$$^*$$

The width of a column, generated through l , r , or c , is set automatically based on the length of the longest entry in that column. This may suffer from the drawback of extending a table beyond the page width if the table has some long entries (many users tackle the situation by manually splitting a long entry into multiple rows). On the other hand, the X option in the tabularx environment generates columns of equal width irrespective of the lengths of their entries. This may also suffer from the disadvantage of allocating excess width to columns having short entries only, while some columns not having sufficient width to accommodate their long entries.

Above drawbacks can be alleviated by generating columns of a table through p{ } , m{ } , or b{ } command defined in the array package. The arguments of p{ }, m{ }, and b{ } specify the width of a column, and the letters p, m, and b make an entry, respectively, vertically top aligned, middle aligned, and bottom aligned relative to the alignment in the previous column (entries in all the three cases are horizontally full aligned). Applications of these three options for fixing the width of a column are shown in Table 7.4 on the next page. The same vertical alignment is made to all the three columns in the first three cases. While in the fourth case, three different alignments are made to the three columns of the table. The first column in the fourth case is top aligned (p{ }), middle one is middle aligned (m{ }), and the last one is bottom aligned (b{ }). As a result, the vertical alignment of a column has become relative to that of its previous column. The second column is middle aligned about the top line of the first column which is top aligned. Similarly, the middle of the second column is made the bottom of the third column which is bottom aligned.

Fixing the width of a column by an absolute value, like p{ 1.5 cm }, may make a table too small or extending beyond the width of the page (or the column of a multi-column document), particularly if the page or font size is changed in a later stage. Therefore, a good practice would be to fix the width of a column as a fraction of the \linewidth command in a single-column document and \columnwidth command in a multi-column document³, e.g., p{ 0.3 \linewidth } or m{ 0.2 \columnwidth }.

Table 7.4

Fixing column widths in tables with p{ }, m{ }, and b{ }

In the columns of a table, entries are printed leaving some blank space on both sides defined by the \tabcolsep command. The length of such a horizontal blank space between two columns can be changed by changing the value of \tabcolsep (default is 6 pt), e.g., \setlength{\tabcolsep}{ 2 mm }. Similarly, the blank space before or after a particular entry can be eliminated using @{ } , e.g., \begin{tabular}{| @{ }l| l| @{ }} will omit blank space on either side of a table, and \begin{tabular}{ |l@{ } |@{ }l| } will omit the blank space between the two columns (@{ } can also be used for leaving a blank space of length equal to that of $$\sim $$). On the other hand, the indentation of an entry can be increased by redefining the length of the \parindent command (default is 0 pt), e.g., >{\setlength{\parindent}{ 5 mm}} p{ } will generate a column, in which entries will be indented by 5 mm.

7.6 Additional Provisions for Customizing Columns of Tables$$^*$$

Besides the provisions discussed in §7.1–7.5, the tabular and tabularx environments have many more provisions for customizing a table, some of which are outlined here (all of these provisions are defined in the array package).

The style of the entries in a particular column can be altered using >{ command } before the column-generating option l, c, r, X, p{ }, m{ }, or b{ }. For example, >{\bfseries}l for printing all the entries of that column in boldface fonts, or >{\centering}p{ 5 cm} for making the entries center aligned.

A column-generating option can be preceded and followed by >{$} and {$} , respectively, for converting the column into math-mode, e.g., >{$}l <{$} will generate a left-aligned math-mode column so that a mathematical expression can be inserted in that column without creating any more math-mode.

For repeated use of a particular type of column, a new column type can be defined in the preamble through the \newcolumntype{ }{ } command. For example, \newcolumntype{ C }{>{$}c <{$}} can be used for generating directly a center-aligned math-mode column with C, or \newcolumntype{ R } {>{\raggedleft\arraybackslash}X} for generating a right-aligned flexible-width column with R.

Instead of repeating a column type for generating multiple number of consecutive columns of the same type, *{ n }{ ctype } may be used, which means n number of columns of type ctype. For example, \begin{tabular}{ |l| *{ 5 } {c| }} will generate a left-aligned column first and then five number of center-aligned columns, with vertical lines on both sides of each column (Table 7.6 on page 67 shows an application).

For changing the width of a column-separating vertical line (default width is 0.4pt), the | sign may be replaced by !{\vrule width  aval } with aval as the width of the vertical line, e.g., !{\vrule width 0.9 mm} will generate a vertical line of 0.9 mm width.

The width of vertical and horizontal lines created by |, \vline ⁴, \hline or \cline{ } can be controlled by setting the value of the \arrayrulewidth command (default value is 0.4 pt), e.g., \setlength{\arrayrulewidth}{ 2 pt } for obtaining 2 pt thick lines.

The booktabs package provides some commands for drawing horizontal lines of different widths, as well as of different spacings below or above a horizontal line. These commands include \toprule[ ] , \midrule[ ] , \bottomrule[ ] , and \addlinespace[ ] , where the width or spacing value, as applicable, is taken as the argument in [ ]. For example, \toprule[ 3 pt], \midrule[ 1 pt], and \bottomrule[ 2 pt] (instead of \hline) for producing the top, middle, and bottom lines of a table of widths 3 pt, 1 pt, and 2 pt, respectively. On the other hand, \toprule[ 3 pt] \addlinespace[ 2 pt] for leaving 2 pt blank space below the top line, or \addlinespace[ 1 pt] \bottomrule[ 2 pt] for a blank space of 1 pt above the bottom line.

The vertical space between a column entry and a horizontal line, produced by \hline or \cline{ }  (refer §7.7 for \cline{ }), is controlled by the \extrarowheight command defined in the tabularx package. A suitable value can be assigned to \extrarowheight (default value is 0pt) for increasing such space, e.g., \setlength{\extrarowheight}{ 3 mm} for creating an extra space of 3 mm. The \setlength{\extrarowheight}{ } command is to be placed before starting the tabular or tabularx environment.

Table 7.5

Some additional provisions for customizing a table

Applications of some of the above provisions in a tabular environment are shown in Table 7.5. The >{\bfseries} command before the option l in the first column prints all the entries of that column in boldface fonts (while {\bf } in the second column prints only the heading in boldface fonts). The >{$}l <{$} command converts the second column into math-mode, for which the mathematical entries of that column (all other than its heading) could be inserted directly without creating a separate math-mode for an entry. Two vertical lines, each of width 0.8 mm, on both sides of the table have been obtained by the !{\vrule width 0.8 mm} commands. On the other hand, the \setlength{\extrarowheight}{ 4 mm} command before the tabular environment creates an extra vertical space of 4 mm above each row of the table.

7.7 Merging Rows and Columns of Tables

When presenting different types of information in a table, some cells are often required to be merged into a single one. The multirow package provides the \multicolumn{ }{ }{ } and \multirow{ }{ }{ } commands for merging two or more columns and rows, respectively. The applications of the commands are shown in Table 7.6 on the facing page.

In \multicolumn{ $$\mathtt{n}_\mathtt{c}$$ }{ calign }{ centry }, $$\mathtt{n}_\mathtt{c}$$ is the number of columns to be merged, calign is the alignment of the merged column, and centry is the entry of that merged cell. Since four columns in the first row in Table 7.6 are merged into a single cell, the number of entries in that row is reduced from six to three (the \multicolumn{ }{ }{ } command spanning a single column can also be used for changing the alignment in that column). The permitted calign in the tabular environment is l (for left alignment), r (for right alignment), or c (for center alignment). Note that the option X as calign in \multicolumn{ }{ }{ } may not work properly under the tabularx

Table 7.6

Merging two or more cells of a table into a single one

environment. Although many people suggest to use >{ \setlength{\hsize }{ $$\mathtt{n}_\mathtt{c}$$ \hsize}}X instead of simply X, it also may not work properly in some LaTeX compilers. Hence, a good option is to use p{ } with manually adjusted argument value (the option X generates a column using p{ } internally with automatically adjusted argument value).

Similarly, in \multirow{ $$\mathtt{n}_\mathtt{r}$$ }{ cwidth }{ centry }, $$\mathtt{n}_\mathtt{r}$$ is the number of rows to be merged, cwidth is the width of the merged cell, and centry is the entry of that merged cell. The value of cwidth can be set manually (e.g., 25mm or 1.0in), or can be obtained an auto-adjusted one using an * only. The entry in the merged cell, obtained through \multirow{ }{ }{ }, is vertically center aligned. Other alignment can be obtained by assigning an optional argument after the second mandatory argument of the command, e.g., \multirow{ 4 }{ 2 cm} [ 3 mm ] { centry } for merging four rows to produce a single cell of width 2 cm and to print centry in it 3 mm above the vertical center line (a negative value to the optional argument will print centry below the vertical center line). When some rows in a column are merged, \multirow{ }{ }{ } is used in the first row to be merged and the column in each of the remaining merged rows is left blank (i.e., the column is ended simply by a & or \\) as shown in the first and last columns in the second row of Table 7.6.

Further, the \cline{ m - n } command is used in Table 7.6 for drawing a horizontal line covering columns m to n only. Another noticeable thing in Table 7.6 is the double horizontal line after the heading of the table. This is done using two consecutive \hline commands without any line break between them. Similarly, more than one vertical line can also be drawn using additional | symbol in the argument of the \begin{tabular}{ } command.

Note that both the \multirow{ }{ }{ } and \multicolumn{ }{ }{ } commands can be used together for creating a single cell by merging a number of rows and columns. One such example is \multicolumn { 3 }{ |c| }{\multirow{ 2 }{*}{ Outcome }}, where three columns and two rows are merged into a single cell for printing ‘Outcome’ with center alignment.

7.8 Table Wrapped by Texts$$^*$$

If the size of a table is very small compared to the width of a page, the wraptable environment, supported by the wrapfig package, can be used to wrap around the table by texts. The wraptable environment needs two mandatory arguments, i.e., \begin{wraptable}{ aside }{ asize }, where aside and asize are, respectively, the location and size of the table. The location can be specified by l (left side of the page) or r (right side of the page), while the size is specified in units (e.g., 25 mm, 1.0 in, or 0.3 \linewidth). The wraptable environment is similar with the table environment; the only difference lies in creating the environment. A self-explanatory application of this environment is shown in Table 7.7.

Table 7.7

Table wrapped by texts through the wraptable environment

7.9 Table with Colored Background$$^*$$

In order to make some entries of a table prominent, the colortbl package provides the \rowcolor{ } , \columncolor{ } , and \cellcolor{ } commands for coloring, respectively, any row, column, and cell of a table by the color specified as the argument of a command (refer §2.​4 on page 13 for detail of colors). For gray color, optional provision is there for specifying its intensity also, in which case the commands take the forms of \rowcolor[gray]{ x } , \columncolor[gray]{ x } , and \cellcolor[gray]{ x } , where x is the intensity of the gray color to be specified by a number between 0 and 1. The row to be colored is to be started with a \rowcolor{ } command, while a \cellcolor{ } command is to be entered in the particular cell to be colored. On the other hand, a colored column is to be generated using a \columncolor{ } command, in the form of >{\columncolor{ }}, in the argument of the table-generating environment tabular or tabularx, e.g., \begin{tabular}{ |l| >{\columncolor{green}}c |r| } command will generate the middle column center aligned and colored by green color.

As a major drawback, \rowcolor{ }, \columncolor{ }, and \cellcolor{ } may override column-separating vertical lines and row-separating horizontal lines in some cases. There is no formal rule to preserve them. Column-separating vertical lines can be preserved by controlling the amounts of color panel overhang on either side of a column. This can be done though two optional arguments to \rowcolor{ } and \columncolor{ } in the forms of \rowcolor{ } [ lhang ] [ rhang ] and \columncolor{ } [ lhang ] [ rhang ] , where lhang and rhang are, respectively, the amounts of overhang on the left and right sides of a column. Without these two optional arguments, a color panel overhangs by default amount of \tabcolsep , while lhang equals rhang if only one is present. On the other hand, for preserving a row-separating horizontal line, \rule{ 0 pt}{ rhgt } \noindent may be used, where rhgt is the height of the zero-width rule generated by the \rule{ }{ } command. Based on some trials, the values of lhang, rhang, and rhgt may be fixed manually, e.g., \rowcolor{green} [ 0.9 \tabcolsep ]  or \columncolor{blue} [ 0 pt ], or \rule{ 0 pt}{ 2.6 ex } \noindent.

Applications of the \rowcolor{ }, \columncolor{ }, and \cellcolor{ } commands, as stated above, are shown in Table 7.8. Because of the repeated application of

Table 7.8

Table with colored background through the and commands

\columncolor{ } in the second example, a new column type with two arguments, B { ccol }{ calign }, is defined through \newcolumntype{ }[ ]{ } , where ccol is the color argument of \columncolor{ } and calign is the alignment of the column to be generated. Note that any of \rowcolor{ }, \columncolor{ }, and \cellcolor{ } overrides their earlier use in a table, which is shown in the second example in Table 7.8, where \rowcolor{ } overrides \columncolor{ } and \cellcolor{ } overrides \rowcolor{ }.

Also note that the \rowcolor{ }, \columncolor{ }, and \cellcolor{ } commands may not work properly along with the column margin adjusting command @{ } discussed in §7.5 on page 63 (in such a requirement, however, the \tabcolsep command may be redefined).

Footnotes

1

If the \caption { attl } command is used inside the table, longtable, or sidewaystable environment (but outside the tabular or tabularx environment), the table is assigned a serial number along with the argument attl as the title (caption) of the table.

2

In the tabularx environment, a fixed-width column is generated through l, c, or r, while a flexible-width column is generated through a X.

3

A good practice would be to specify a length as a fraction of \linewidth in a single-column document and \columnwidth in a multi-column document (instead of a fixed length, like 5 mm), particularly to avoid any unpleasant output upon changing the page or font size in a later stage.

4

The \vline command in the tabular and tabularx environments draws a vertical line, in the place of its application, having a height equal to that of a row.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_8

Hour 8

8. Table Preparation II

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

How commonly used tables can be prepared through the tabular and tabularx environments is discussed in Hour 7. Preparation of complicated tables and table-related some high-level issues are discussed in this Hour.

8.1 Nested Tables$$^*$$

When some materials are to be presented in complicated forms, two or more tables can be nested for entering the materials conveniently, i.e., a separate table can be drawn in a cell of another table. In that case, an inner table will be the entry of a cell of the outer table, and hence it is to be inserted in { }. Such an example is shown in Table 8.1 on the following page, where two separate tabularx environments are created in two cells (second cells of the second and third rows) of the outer table. In the same way, the tabular environments, or a combination of the tabular and tabularx environments, can also be nested.

8.2 Column Alignment About Decimal Point$$^*$$

The column-generating options l, c, r, X, p{ }, m{ }, and b{ } make all the entries of a column to be aligned either from one side or both sides. However, sometimes the entries of a column may need to be aligned about a particular location of the entries, e.g., numerical data are usually aligned about their decimal marks . The right-aligned option r can be used if all the entries contain equal number of decimal digits, like a currency which usually contains two decimal digits. Any other data may contain different numbers of decimal digits, like 50, 2.325, 23.43, etc. In such a situation, the D { asymb } { aprint } { adigit } option, defined in the dcolumn package, can be used in the tabular and tabularx environments for generating a column, where asymb is the symbol about which the entries are to be aligned, aprint is how the symbol is to

Table 8.1

Nesting two or more tables

Table 8.2

Aligning columns of a table about decimal marks

be printed in the output, and adigit is the maximum number of decimal digits for which space is to be created. Table 8.2 shows three different forms for presenting some data having different numbers of decimal digits. The first column in the tabular environment is generated by the option r, for which all the data in that column are right aligned irrespective of the number of decimal digits in a data. This is not a good presentation for the obvious reason as seen in the output. The second column is generated by the option D { . } {,} { 4 } to align the data about the ‘.’ mark (first argument), to replace the ‘.’ mark by a ‘ , ’ (second argument), and to create a space for a maximum four digits after the ‘.’ mark (third argument). Similarly, the third column is generated by the option D {,} {\cdot} { 2 } to align the data about the ‘ , ’ mark, and to replace the ‘ , ’ mark by \cdot ¹, and to create a space for a maximum two digits after the ‘ , ’ mark. It is seen that, since a space for accommodating a maximum two digits after the ‘ , ’ mark was created in the third column, at least the fourth entry which contains four digits after the ‘ , ’ mark has gone beyond the right margin of the column. Note that if no change is required in the location mark, the same symbol as in the first argument of the D{ }{ }{ } option may be used in its second argument also.

8.3 Side-by-Side Tables$$^*$$

Due to smaller sizes compared with the width of a page, or for the purpose of comparison of data, two or more tables may need to be drawn in a single row, i.e., side-by-side. Table 8.3 shows how individual tabular environments can be used for

Table 8.3

Side-by-side tables through consecutive tabular environments

drawing multiple tables in a single row. Note that there should not be any new line or line break command (e.g., a blank line or a \\ command) between two tabular environments, otherwise the tables will be drawn one below another. The tables can be separated using the available horizontal space through the \hfill command (or manually through the \hspace{ } command) between each pair of \end{tabular} and \begin{tabular} commands.

Note that the two side-by-side tables of Table 8.3 are assigned a single serial number and a title as a whole. Such tables produced by consecutive tabular environments cannot be assigned individual serial number and title. In order to do that, each table may be prepared in an individual minipage environment, so that the tables can be numbered and titled individually by assigning the \caption{ } command separately to their hosting minipage environments² (refer §4.​4 for detail of the minipage environment). The side-by-side tables of Table 8.3 are reproduced in Table 8.4, but this time each tabular environment is nested inside an individual minipage environment, while all the minipage environments are nested inside a table environment. Further, a \caption{ } command is used in each minipage environment,

Table 8.4

Side-by-side tables through the minipage environment

which has assigned individual serial number and title to its table. Moreover, each table can be referred separately using its unique reference key assigned through the \label{ } command. As between two tabular environments in Table 8.3, there should not be any line break or new line command between two minipage environments also, otherwise the mini pages will be created one below another.

8.4 Sideways (Rotated) Table$$^*$$

It is discussed in §7.​4 that some entries in a table can be rotated in the vertical direction through the sideways environment defined in the rotating package. The same environment can be used for rotating an entire table also (but the caption will remain in the horizontal direction). In this case the table-generating environment, such as tabular or tabularx, is to be inserted in the sideways environment. Such an example is shown in Table 8.5. It would be interesting to see that some entries in the table, which is already rotated vertically through the sideways environment, can be rotated horizontally using the same environment. In this case, however, such entries are printed as reflected about the horizontal as shown in Table 8.5.

Table 8.5

Rotated table through the sideways environment

The table shown in Table 8.5 through the sideways environment is produced on the same portrait-size page along with other texts of the document. However, a big table, which cannot be accommodated along the width of a portrait page, may need to be drawn on a landscape-size page. Such tables are drawn through the sidewaystable environment defined in the rotating package. Unlike in the table environment, the preferences for the vertical location of a table do not work in the sidewaystable environment. This is because the sidewaystable environment draws a table on a new page in landscape-mode and no other text is permitted to be printed on that page. An example of the sidewaystable environment is shown in Table 8.6 on the next page (output is not shown).

Table 8.6

Rotated table on landscape page through the sidewaystable environment

8.5 Long Table on Multiple Pages$$^*$$

Sometimes a lot of information may need to be presented in a single table, which cannot be accommodated on a single page or in the remaining space of the current page. In that case, the longtable environment, defined in the longtable package, may be used for preparing a table which is expandable through multiple pages³. An example of a long table stretching over two pages is shown in Table 8.7 on the next page, whose various points are explained below:

1.

A separate tabular environment is not required for generating the table. It is done in the longtable environment itself.

2.

The columns of the table are defined as the mandatory argument of the \begin{longtable}[ ]{ } command, whose optional argument takes one of the letters l, c, and r as the alignment of the table (l for left aligned, c for centered, and r for right aligned). By default a longtable is center aligned.

3.

The \caption{ } command is followed by the line break command \\.

4.

The header of the table is created in two steps: header for the first page and header for the successive pages. The header of the first page is ended by \endfirsthead and that of the successive pages is ended by \endhead . The header of the first page contains the \caption{ } command and the headings of the columns. Similarly, the header of the successive pages also contains the continued caption of the table and the headings of the columns. Since the \caption{ } command cannot be repeated in a single table, the caption in Table 8.7 for the successive pages is generated manually through the syntax \multicolumn { 5 } {c}{\tablename\ \thetable : First Year Marks (contd \ldots ) }. The \multicolumn { 5 } {c}{ } command is used for producing a centered caption covering all five columns of the table. The commands \tablename and \thetable print, respectively, the label-word and serial number of the table.

Table 8.7

Long table in multiple pages through the longtable environment

5.

Following the headers are the footers of the table for printing some information at the bottom of the table. Usually on each page, other than on the last page, a footer is put to show that the table is continued on the following page (it is done in Table 8.7 by \multicolumn { 5 } {r} { Continued on the next page \ldots }). The footer of a page (other than the last page) is ended by the \endfoot command, while that of the last page is ended by the \endlastfoot command.

6.

The table can be labeled through the \label{ } command after the headers and footers of the table.

If a table appears on the middle of a page and the remaining space of the page is not sufficient to hold it, a normal table will be printed on the next page. Therefore, a table may be prepared in the longtable environment if it is suspected to be big enough (having many rows) to come on a single page or in a part of a page as shown in Table 8.7. If the table comes on a single page, it will be printed just like other normal tables. In that case, the \endhead and \endfoot commands will become inactive.

8.6 Tables in Multi-column Documents

In a multi-column document, where texts are printed in multiple columns on a page (refer §4.​3 for multi-column documents), a table is also placed in a column. However, if the width of the column is not large enough to accommodate a table in it, the table* environment may be used for drawing the table over the entire width of the page⁴. In that case, the \begin{table} and \end{table} commands are to be replaced by the \begin{table*} and \end{table*} commands, respectively.

8.7 Foot Notes in Tables$$^*$$

In the tabularx and longtable environments, a foot note against a word/phrase can be generated by inserting the \footnote{ } command after it with the foot note as the argument of the command. However, the \footnote{ } command cannot be used directly inside the tabular environment. A foot note in the tabular environment can be generated through the \footnotemark and \footnotetext{ } commands in the same way as in the case of a mini page (refer Table 4.​7). However, in this way only one foot note can be generated per tabular environment. If more than one foot notes are to be generated, the tabular environment may be put inside a minipage environment and then the \footnote{ } command can be used to generate foot notes as many required. In this case, the foot notes will be printed just below the mini page. Examples of both the cases for generating foot notes in the tabular environment are shown in Table 8.8 on the facing page, where the foot note in the first tabular environment is prepared through the \footnotemark and \footnotetext{ } commands, and hence it is printed at the bottom of the main page. On the other hand, the two foot notes in the second tabular environment inside a minipage environment are prepared through the \footnote{ } command, and hence these are printed just after the mini page was over (refer §4.​5.​1 for more detail).

Table 8.8

Foot notes in a table under the tabular environment

8.8 Changing Printing Format of Tables$$^*$$

The default printing format of a table, as shown in Table 7.​1, can be changed in different ways. Four such changes are discussed here:

$$\vartriangleright$$ If the \caption{ } command is used in the table environment, LaTeX assigns a serial number to the table, which is preceded by the default label-word ‘Table’. It can be replaced by any other word(s) by inserting the \def\tablename{ } command in the preamble with the desired word(s) as the argument of the command, e.g., \def\tablename { Tab. } will replace Table by ‘Tab.’.

$$\vartriangleright$$ The type and size of fonts for the label-word and caption can also be changed using the \captionsetup{ } command defined in the caption package (the \captionsetup{ } command is also to be inserted in the preamble). As an example, \captionsetup{margin= 10 pt, font=it, labelfont={large, bf, sf}} may be used for printing the caption in 10 point italic fonts, and the label-word in large and boldface Sans serif fonts (because of more than one in number, the values of labelfont are inserted in { }).

$$\vartriangleright$$ By default a single-line caption is center aligned, while a multi-line caption is full justified. In order to fully justify even a single-line caption, the justification=justified and singlelinecheck=false options may also be included in \captionsetup{ }.

$$\vartriangleright$$ If excess vertical blank space is left before or after the caption of a table, the \abovecaptionskip and \belowcaptionskip commands may be inserted in the preamble for skipping such blank spaces.

A noticeable thing in this book is that the serial number of a table (e.g., Table 8.1) is composed of two parts, 8 and 1 separated by a period, where 0 is the serial number of the chapter (Hour in this book) and 1 is the serial number of the table in that chapter. In contrast, a table in the document-class article is assigned its serial number only, i.e., not preceded by the serial number of the section in which the table belongs (§11.​4.​3 and §19.​2.​5 discuss the process for obtaining section-wise serial numbers to tables in the document-class article).

8.9 Tables at the End of a Document

Some publishers want the tables and figures of an article to be grouped at the end of the article. Just the inclusion (loading) of the endfloat package in a normal document automatically performs this job, regardless of the actual positions of the tables and figures in the LaTeX input file⁵ (the endfloat package produces two auxiliary files with fff and ttt extensions for writing information about the figures and tables, respectively). Not only the tables and figures are grouped at the end of the document, but also the notes are produced in their actual positions, like [Table 3 about here.] or [Figure 7 about here.]. Moreover, the tables and figures are preceded by two lists, namely ‘List of Tables’ and ‘List of Figures’, respectively, containing their contents. Note that the use of the endfloat package may require an additional latex run to move the tables and figures at the end of the document (§15.​4 and §16.​2.​3 discuss about the latex run).

The produced lists of tables and figures can be turned off using the \notablist and \nofiglist commands in the preamble, in which case the tables and figures will be placed just under the headings of ‘Tables’ and ‘Figures’, respectively. Similarly, the notes in the actual positions of tables and figures can be turned off by putting the \nomarkersintext command in the preamble. On the other hand, the formats of the notes can be changed by redefining the \tableplace and \figureplace commands, e.g., the following two redefinitions will produce notes, like [Table 3 is at the end of the article] and [Figure 7 is at the end of the article], respectively:

and

Footnotes

1

The \cdot command produces a ‘$$\cdot $$’ at the vertical center of a line, unlike a normal period mark that produces a ‘.’ at the bottom level of a line.

2

In order to have individual number and title for side-by-side tables produced in a row, each table may be prepared in an individual minipage environment along with assigning a \caption{ } command separately to each minipage environment.

3

A table prepared in the longtable environment, defined in the longtable package, is split automatically over multiple pages if it cannot be accommodated on a single page or in the remaining space of the current page.

4

If the column width of a multi-column document is not sufficient to accommodate a table in it, the table* environment may be used for drawing the table over the entire width of the page.

5

Just the inclusion (loading) of the endfloat package automatically puts the tables and figures at the end of a document, regardless of their actual positions in the LaTeX input file.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_9

Hour 9

9. Figure Insertion

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

LaTeX has the provision for inserting a figure from an external file in different formats. As stated in §1.​4, a LaTeX file can be compiled using either the latex or pdflatex command. When a LaTeX file involves figures from external files, either of the compilation commands is to be used based on the format of the figures. Note that the file formats of all the figures inserted in a LaTeX document must be supported by a single compilation command, either latex or pdflatex. Commands for compiling LaTeX files involving some standard and widely used figure formats are given in Table 9.1. It is to be mentioned that different tools, like xfig and gimp on Unix

Table 9.1

LaTeX compilation commands and supported figure formats

system or ImageMagick and netpbm on both Unix and Windows systems, can be used for exporting figures from one format to another.

9.1 Commands and Environment for Inserting Figures

An eps format figure can be inserted using the \epsfig { file= fname } command defined in the epsfig package, where fname is the name of the figure file with or without the ‘eps’ extension. Apart from the mandatory fname, the size of a figure can also be specified in \epsfig{ } through two optional fields, width and height , one separated from another by a comma. Without any of the width and height, a figure is printed in its original size. If one of them is specified, the other one is automatically taken in proportion. On the other hand, the presence of both width and height prints a figure in the specified fixed size (in this case, the figure may get distorted if their values are not set properly). In addition to specifying the size, a figure can also be rotated through the option angle= theta , where a positive value of theta (in degree) will rotate the figure in counter-clockwise direction and a negative value in clockwise direction. With such provisions, a figure can be inserted as \epsfig{file= myfig.eps }  or \epsfig{file= pics/myfig.eps , width= 0.5 \linewidth} or \epsfig{file= myfig.eps , width= 30 mm , height= 40 mm , angle= 30 }, where myfig.eps is the name of the figure file and pics is the folder containing the figure file.

The more general command for inserting a figure from an external file is \includegraphics [ aopt ] { fname } defined in the graphicx package, where fname is the name of the figure file without its extension, and aopt is(are) the option(s) like width, height and angle. The advantage of using \includegraphics[ ]{ } is that a figure in any format can be inserted without making any change in the LaTeX input file¹.

Similar to nesting the tabular or tabularx environment in the table environment as discussed in §7.​1, the \epsfig{ } and \includegraphics[ ]{ } commands can be used in the figure environment, so that a figure can be assigned a serial number and a caption through the \caption{ } command, as well as a reference key through the \label{ } command for the purpose of referring it anywhere within a document. Further, similar to the table environment, the figure environment can also be created as \begin{figure}[ ] with optional preferences in [ ] for vertical positioning of a figure. The standard preferences for vertical positioning are H , and any or combination of h , b and t along with ! (refer §7.​3 for detail of [H] and [!hbt] ).

9.2 Inserting a Simple Figure

Three examples of inserting a figure, named as girl.eps, through the \epsfig{ } command are shown in Table 9.2 on the next page. In the first example, the size of the figure is specified by both width and height, which have produced the figure in a distorted form due to the consideration of their non-proportionate values. In the second example, since only the width of the figure is specified, a scaled form of the original figure is produced by automatically adjusting its height. In the third example, apart from specifying the width of the figure, it is also rotated by 30$$^\mathrm {o}$$ in the counter-clockwise direction.

The first command in the figure environment in Table 9.2 is \centering , which instructs for width-wise center alignment of its figure (other commands could be \flushleft for left alignment or \flushright for right alignment). After inserting the figure through \epsfig{ }, the \caption{ } command is used for assigning a serial number to the figure. The \caption{ } command will also produce a title of the figure, if any is provided as the argument of the command (since the title usually comes at the bottom of a figure, \caption{ } is used after \epsfig{ }). The \caption{ } command is followed

Table 9.2

Figure insertion through the command

by the \label{ } command for assigning a unique reference key, which can be used for referring the figure through the command. Note that \label{ } does not have any effect without \caption{ }, in which case a figure will not be assigned any serial number for referring it.

The same outputs, shown in Table 9.2, can be produced through the \includegraphics[ ]{ } command also. In that case, just the \epsfig{ } command from the examples is to be replaced by \includegraphics[width= 2 cm , height= 2 cm ] { girl }, \includegraphics[width= 2 cm ] { girl } and \includegraphics[width= 2 cm , angle= 30 ] { girl }, respectively. Since a figure in any format can be inserted through \includegraphics[ ]{ } without making any change in the LaTeX input file, now onwards all figures in this book will be inserted through \includegraphics[ ]{ } only, otherwise mentioned specifically.

9.3 Side-by-Side Figures$$^*$$

In the examples in §9.2, only one figure is inserted in a row. Provision is also there in LaTeX for inserting multiple figures side by side in a single row. As

Table 9.3

Side-by-side figures in a single row

shown in Table 9.3, this can simply be done by inserting each figure through a separate \includegraphics[ ]{ } in a single figure environment. The requirements for the same are: there should not be any line break or new line command between two \includegraphics{ }, and total width of all the figures should not exceed the page width; otherwise the figures will be inserted one below another. However, \hfill can be used between two \includegraphics{ } for separating the corresponding figures by available horizontal space.

Note that both the side-by-side figures in Table 9.3 are assigned a single serial number as a whole. If the side-by-side figures are to be assigned individual serial number, the minipage environment may be used. As stated in §8.​3, the minipage environment splits a page width-wise into a number of parts, each of which can be used for inserting a figure, drawing a table, or even for writing selected texts. Table 9.4 shows two figures, inserted side-by-side by using the minipage environment, which are assigned individual serial number by each \caption{ } command. Within a single figure environment, two minipage environments, each of size 0.4 \linewidth , are created for inserting the two figures.

Table 9.4

Side-by-side figures through the minipage environment

9.4 Sub-numbering a Group of Figures

In some cases, a group of figures may need to be sub-numbered under a main number, e.g., 3(a) or 5(e). Within the figure environment, the \subfigure [ atitle ] { afig } command defined in the subfigure  package² (or the new \subfloat [ atitle ] { afig } command defined in the subfig  package) may be used for inserting a figure with a sub-numbering, where optional atitle is the title of the figure, and mandatory afig is the insertion of the figure either through the \epsfig{ } or \includegraphics[ ]{ } command. For the purpose of referring, a subfigure can be assigned a reference key through the \label{ } command inside the mandatory argument of \subfigure[ ]{ }. Moreover, the group of subfigures can be captioned and labeled as a whole using respectively the \caption{ } and \label{ } commands inside the figure environment. Table 9.5

Table 9.5

Sub-numbering a group of figures using the command

shows such an example, which contains three figures in a group. It is also shown in Table 9.5 that the subfigures can be inserted in a single row or even in multiple rows (for inserting a subfigure in the next row, a line break command \\ is to be used at the end of the previous \subfigure[ ]{ } command).

The \subfigure[ ]{ } command numbers a group of subfigures as (a), (b), etc. This default numbering can be changed by redefining the \thesubfigure command, e.g., \renewcommand{\thesubfigure}{ $$\varvec{(}$$ \roman{subfigure} $$\varvec{)}$$ } for numbering subfigures by (i), (ii), etc. Note that a subfigure is not assigned any sub-number without the optional argument to \subfigure{ }. However, it is counted while numbering the remaining subfigures of the group.

9.5 Figure Wrapped by Texts$$^*$$

Like a table as stated in §7.​8, a figure can also be wrapped around by texts, which is done through the wrapfigure environment³ defined in the wrapfig package. The wrapfigure environment, which creates a space for inserting a figure, takes one optional and two mandatory arguments, i.e., \begin{wrapfigure} [ aline ] { aside } { asize }, where aside is the location of the space (l for left side or r for right side), while asize is the size of horizontal space and aline is the number of lines of texts for vertical space. If insufficient number of lines (i.e., aline) is opted, the figure will be overlapped with other lines of texts. If number of lines to be wrapped is not opted, it is set automatically to cover the size of the figure. An example of the wrapfigure environment is shown in Table 9.6, where

Table 9.6

Figure wrapped by texts

a figure of width 2.0 cm is inserted through \includegraphics[ ]{ } in a horizontal space of 2.3 cm on the right side of the page wrapping 10 lines of texts of the document.

9.6 Rotated Figure

It is shown in Table 9.2 that a figure can be rotated by a given angle through the angle option to the \epsfig{ } (also to \includegraphics[ ]{ }) command. Further, like the sidewaystable environment for producing a table on a landscape-size page as discussed in §8.​4, the sidewaysfigure environment can be used for producing a figure in landscape-mode on a new page. An example of the sidewaysfigure environment is shown in Table 9.7 (output is not shown).

Table 9.7

Rotated figure on a landscape page through the sidewaysfigure environment

9.7 Mathematical Notations in Figures$$^*$$

There is always a question how to put mathematical notations in figures , like $$\sigma _x$$ or $$e^z$$. Generally graphics plotters do not have such provisions, but for plain texts and symbols only. The \psfrag { atag } { acomm } command, defined in the psfrag package, can replace an alphabetical or a numerical tag (atag) in an encapsulated postscript (eps format) figure with an arbitrary instruction including LaTeX commands (acomm). An application of \psfrag{ }{ } is shown in Table 9.8, in which the alphabetical and

Table 9.8

Mathematical notations in figures through the command

numerical tags of the original eps figure shown in the left column are replaced, in the figure shown on the right column, by the LaTeX commands inserted as the second argument of the \psfrag{ }{ } commands shown in the middle column. Note that the \psfrag{ }{ } commands are to be inserted before inserting the figure.

If a figure is prepared in the xfig software, LaTeX commands can directly be inserted in the .fig file. Then the required .eps file can be obtained from the .fig file using the fig2eps command in a terminal, e.g., ‘$ fig2eps mypic.fig’ for generating mypic.eps from mypic.fig. However, the process needs the fig2ps software installed in the computer.

Alternatively, if the fig2ps software package is not available, the fig file may be exported in a different way to generate a .pstex_t file, the contents of which can then be inserted (pasted) in the LaTeX input file in order to achieve the desired effect. The step-by-step procedure of this process is given below:

1.

Draw the figure in the xfig software package.

2.

Click the text-mode ‘T’ button on the top-left side of the xfig window. Then click the ‘Text Flags hidden=off’ button on the bottom side of the xfig window, which will open a small dialogue box. In that dialogue box, change the status of ‘Special Flag’ from ‘Normal’ to ‘Special’ and then click ‘Set’.

3.

Now typeset LaTeX commands in the required locations of the figure. Math-mode commands are to be inserted between a pair of $ symbols.

4.

Save the file by a name, say myfig.fig.

5.

Click ‘Export’ under the ‘File’ button in the menu bar on the top of the xfig window, which will open a new dialogue box. Under ‘Language’ on the top side of that dialogue box, select ‘Combined PS/LaTeX (both parts)’ and then click ‘Export’ button.

6.

Two new files now should be available in the working folder, myfig.pstex and myfig.pstex_t (if the figure file in Step (5) above was named by myfig.fig).

7.

Open myfig.pstex_t in a text-editor, and then copy and paste its contents in the required location of the LaTeX input file.

An application of inserting mathematical notations in figures by putting LaTeX commands in the xfig software is shown in Table 9.9, in which the LaTeX commands of

Table 9.9

Mathematical notations in figures through xfig software

the original fig figure shown in the left column are executed, in the figure shown on the right column, by inserting the contents of the myfig.pstex_t file in the LaTeX input file as shown in the middle column. Since directly copied and pasted, it is not necessary to understand the contents of the self-generated .pstex_t file.

9.8 Figures in Tables$$^*$$

Sometimes a figure may need to be produced in a cell of a table . In that case also, the figure can be inserted in the cell through \includegraphics[ ]{ } just like an ordinary entry in a cell of a table. However, since the figure environment cannot be nested inside the table environment, \includegraphics[ ]{ } cannot be put in a figure environment, and hence, the figure can neither be captioned nor numbered. A number of examples can be found in this book, where figures are inserted in tables, refer, e.g., Tables 9.2, 9.3, 9.4, 9.5 and 9.6.

9.9 Figures in Multi-column Documents

In a multi-column document, where the contents are produced in multiple columns on a page, a figure is also placed in a column (refer §4.​3 for detail of multi-column documents). However, if the width of the column is not large enough to accommodate a figure in it, the figure* environment can be used for inserting the figure on the entire width of the page⁴. In that case, the \begin{figure} and \end{figure} commands are to be replaced by the \begin{figure*} and \end{figure*} commands, respectively.

9.10 Changing Printing Format of Figures$$^*$$

The serial number of a figure is preceded by the default label-word ‘Figure’, which can be changed by defining \def\figurename{ } in the preamble, e.g., \def\figurename { Fig. }  will replace ‘Figure’ by ‘Fig.’. Moreover, the size and type of fonts for the label-word and caption can also be changed by using \captionsetup{ } as discussed in §8.​8. Similarly, \abovecaptionskip and \belowcaptionskip , mentioned in §8.​8 for reducing the excess vertical blank space before and after the main caption of a table, is applicable in the case of figures also.

In the document-class book, the serial number of a figure is composed of two parts. For example, refer Fig. 4.​1, where the figure number is composed of 4 and 1 separated by a period mark. In this case, 4 is the number of the Hour and digit 1 is the number of the figure in that Hour. In contrast, a figure in the document-class article is assigned its serial number only, i.e., not preceded the number of the section in which the figure belongs (§11.​4.​3 and §19.​2.​5 discuss the process for obtaining section-wise numbers to figures in the document-class article).

9.11 Figures at the End of a Document

Refer §8.​9 for detail.

9.12 Editing LaTeX Input File Involving Many Figures$$^*$$

The compilation time of a LaTeX file involving a lot of figures may be very large. Hence, the \psdraft command may be inserted in the preamble when the file needs repeated editing and compilation. Instead of producing a figure, the command instructs the LaTeX compiler just print the name of the figure file in a box in the specified location, thus saves compilation time. However, \psdraft is to be deleted or commented before the final compilation. In an alternate way, the epsfig  or graphicx  package, as applicable, may be loaded with the draft option as \usepackage[draft]{epsfig} and \usepackage[draft]{graphicx} (or jointly as \usepackage[draft]{epsfig, graphicx}) for performing the same job. In this case also, the draft option is to be omitted before the final compilation.

Footnotes

1

The advantage of using the \includegraphics[ ]{ } command for inserting figures from external files is that a figure in any format can be inserted without making any change in the LaTeX input file.

2

The subfigure package loaded as \usepackage[tight]{subfigure} with the tight option reduces the excess vertical blank space between a subfigure and its caption (the function of this tight is similar with those of the \abovecaptionskip and \belowcaptionskip commands addressed in §8.​8 and §9.10).

3

The wrapfigure environment may not work properly inside other environments. Moreover, the environment should be put at the top of a paragraph, or between two words where a line break exists.

4

If the column width of a multi-column document is not sufficient to accommodate a figure in it, the figure* environment may be used for inserting the figure over the entire width of the page.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_10

Hour 10

10. Figure Drawing

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

How a figure can be inserted in a LaTeX document is discussed in Hour 9. Besides importing a figure from an external file, LaTeX provides many commands and environments for directly drawing different types of geometric figures.

Fig. 10.1

Coordinate axes for drawing figures

A geometric figure may be a single or a combination of various smaller elements, like lines and curves. For drawing a figure, a space is first divided into four quadrants by two rectangular coordinate axes (x- and y-axes). The intersection of the axes is called the origin, whose coordinate is (0, 0). As shown in Fig. 10.1, x value is positive on the right side of the origin and negative on its left side, while y value is positive above the origin and negative below it. Before drawing a figure, note the following five points:

1.

For drawing figures, a rectangular widow is first reserved through the picture environment as \begin{picture} ( l $$_{\mathrm {x}}$$ , l $$_{\mathrm {y}}$$ ) ( x $$_{\mathrm {0}}$$ , y $$_{\mathrm {0}}$$ ), where ($$\mathtt{x_0, y_0}$$) is the lower left coordinate of the window, and $$\mathtt{l}_\mathrm {x}$$ and $$\mathtt{l}_\mathrm {y}$$ are its lengths along the x- and y-axes, respectively (unlike usual LaTeX commands, which takes an argument in { } or [ ], figure-related commands and environments take coordinates and lengths in ( ), two values separated by a comma). For example, \begin{picture} ( 50, 40 ) ( 0, 0 ) reserves a window for drawing figures with $$x\in [0, 50]$$ and $$y\in [0, 40]$$, or \begin{picture} ( 45, 35 ) ( -20, 15 ) for drawing figures with $$x\in [-20,(45-20)]$$ and $$y\in [15,(35+15)]$$.

2.

The scale of drawing can be set by defining the \unitlength command outside the picture environment, e.g., \setlength{\unitlength} { 5 mm } for setting 1 unit $$=$$ 5 mm (millimeter). Other acceptable units are cm (centimeter) , in  (inch) , pt  (printer point, 1 in $$=$$ 72.27 pt, 1 cm $$=$$ 28.45 pt), em  (width of M), and pc  (pica, 1 pc $$=$$ 12 pt).

3.

The thickness of a line can be controlled by the \linethickness{ } command, e.g., \linethickness { 0.5 mm } for lines of 0.5 mm thickness. Alternatively, the \thinlines and \thicklines commands may be used directly for thin and thick lines, respectively. These commands can be used in the picture environment, and can also be repeated for drawing lines of different thicknesses.

4.

Many figure drawing commands do not ask for the starting coordinate of a figure, and by default the figure is started from the current coordinate. Such a command, say fcmd, can be forced by the \put ( x, y ) { fcmd } command to start the figure at (x, y). The \multiput ( x, y ) ( $$\Delta $$ x, $$\Delta $$ y ) { n } { fcmd } command can also be used for drawing the same figure n times, starting the first one at (x, y) and incrementing (x, y) each time by ($$\Delta \mathtt{x,}\,\Delta \mathtt{y}$$) for the subsequent figures (\multiput ( ) ( ) { }{ } is a very convenient command for drawing equidistant parallel lines)¹.

5.

The picture environment does not support the \caption{ } command. Hence, the picture environment may be put in the figure environment with the \caption{ } and \label{ } commands, as shown in Hour 9, for the purpose of assigning a serial number to the figure drawn and referring it in the document.

10.1 Circles and Circular Arcs

The most easiest figure in LaTeX is a circle, which is drawn by the \circle { d } or \circle* { d } command (both are defined in the pict2e package), where d is the diameter of the circle. The \circle{ } command draws a hollow circle, while the \circle*{ } command makes it solid. Another available command for drawing a circle is \bigcircle[ p ] {3d } defined in the curves package, where d is the diameter and optional p is any nonnegative integer representing the pattern (type of line) of the circle (the default value of p is 0). The \bigcircle[ ]{ } and \circle{ } commands can also be used for drawing half-filled circles by increasing the line thickness through \linethickness{ }.

On the other hand, the \arc [ p ] ( $$\mathtt{x', y'}$$ ) { deg } command, defined in the curves package, draws a circular arc starting at ($$\mathtt{x'+x_\mathrm {c}, y'+y_\mathrm {c}}$$) and moving anticlockwise through the angle deg given in degree (negative value for deg can be used for clockwise movement), where ($$\mathtt{x_\mathrm {c}, y_\mathrm {c}}$$) is the coordinate of the center of the arc. That is, ($$\mathtt{x', y'}$$) is a relative coordinate that assumes (0, 0) as its center coordinate ($$\mathtt{x_\mathrm {c}, y_\mathrm {c}}$$). If not provided (through \put ( ) { }), the current coordinate is taken as (x $$_\mathrm {c}$$ , y $$_{\mathrm {c}}$$). As in \bigcircle [ p ] { }, the optional p in \arc [ p ] ( ) { } represents the pattern of the arc.

Since none of \circle{ }, \circle*{ }, \bigcircle[ ]{ } and \arc[ ] ( ) { } asks for the coordinate of the center of a circle or an arc, the figure may be drawn through \put ( x $$_\mathrm {c}$$ , y $$_\mathrm {c}$$ ) { acomm } , where acomm is the figure drawing command and (x $$_\mathrm {c}$$ , y $$_\mathrm {c}$$) its center coordinate. Some examples of these four commands are shown in Table 10.1 on the following page, where the effects of \linethickness{ } and \thinlines on the line thicknesses are also demonstrated. In Table 10.1, the center points of the

Table 10.1

Circle and circular arc drawing

circles and arcs are encircled by small circles as well as their coordinates are shown for illustrative purpose only (the commands for the same are not shown in the LaTeX input file). Note that figures can be drawn in different colors also, e.g., \put ( 15, 25 ) { \textcolor { red } { \circle { 20 } } } will draw a circle in red color.

10.2 Straight Lines and Vectors$$^*$$

A straight line is drawn by the \line ( l $$_\mathrm {x}$$, l $$_\mathrm {y}$$ ) { f } command, where $$\mathtt{l}_\mathrm {x}$$ and $$\mathtt{l}_\mathrm {y}$$ are the least nondivisible factors of the end coordinate ($$\mathtt{x_\mathrm {e}, y_\mathrm {e}}$$) of the line (i.e., slope of the line), and f is their greatest common factor (i.e., horizontal or vertical length of the line, horizontal for $$\mathtt{l}_\mathtt{x}\ne 0$$ and vertical for $$\mathtt{l}_\mathtt{x}=0$$). When multiplied by f, ($$\mathtt{l}_\mathtt{x},\mathtt{l}_\mathtt{y}$$) gives the end coordinate, i.e., ($$\mathtt{l}_\mathrm {x}\mathtt{f, l}_\mathrm {y}\mathtt{f}$$) $$=$$ ($$\mathtt{x}_\mathrm {e}\mathtt{, y}_\mathrm {e}$$). The application of \line ( ) { } is slightly complicated. The terms $$\mathtt{l}_\mathrm {x}$$ and $$\mathtt{l}_\mathrm {y}$$ must obey the following three rules:

$$\vartriangleright$$ Both $$\mathtt{l}_\mathrm {x}$$ and $$\mathtt{l}_\mathrm {y}$$ are whole numbers, including 0, either positive or negative.

$$\vartriangleright$$ Only limited combinations of 0, ±1, ..., ±6 in (−6,6) are permitted to $$\mathtt{l}_\mathrm {x}$$ and $$\mathtt{l}_\mathrm {y}$$.

$$\vartriangleright$$ $$\mathtt{l_\mathrm {x}}$$ and $$\mathtt{l_\mathrm {y}}$$ should not have any common factor, like (2, 4) or (6,-2) are not permitted. However, (±1,±1) are permitted. In general, the possible combinations of (l $$_\mathtt{x}$$ , l $$_\mathtt{y}$$) are (1, 0), (1, 1), (1, 2), (1, 3), (1, 4), (1, 5), (1, 6), (2, 3), (2, 5), (3, 4), (3, 5), (4, 5), and (5, 6), including their altered combinations and negative counterparts.

Drawing a horizontal or a vertical line is easy. For a horizontal line, the command is simplified to \line (±1, 0 ) { hlen }, where hlen is the true length of the line, toward right for \line ( 1, 0 ) { } and toward left for \line ( -1, 0 ) { }. Similarly, the command for a vertical line is \line ( 0, ±1 ) { hlen }, where the line moves upward for \line ( 0, 1 ) { } and downward for \line ( 0,−1 ) { }. While seeking horizontal and vertical lines, even if non-unity values are assigned to l $$_\mathrm {x}$$ and l $$\mathtt{_\mathrm {y}}$$ (like \line ( 3, 0 ) { } or \line ( 0,−5 ) { }), they will be treated internally as l $$_\mathrm {x}\,\mathtt{=}\,\pm $$ 1 and l $$_\mathrm {y}\,\mathtt{=}\,\pm $$ 1.

Similar to \line ( l $$_\mathrm {x}$$ , l $$_\mathrm {y}$$ ) { f } for drawing a straight line, the command for drawing a vector (a straight line with an arrow at one end) is \vector ( l $$_\mathrm {x}$$ , l $$_\mathrm {y}$$ ) { f } with l $$_\mathtt{x}$$ ,l $$_\mathtt{y}\in $$(−4, 4). Like the commands of Table 10.1 used for drawing circles or circular arcs, \line ( ) { } and \vector ( ) { } also do not ask for the starting coordinate of a line or a vector. Therefore, their starting coordinates may be specified through \put ( ) { } or \multiput ( ) ( ) { }{ } . Some examples of \line ( ) { } and \vector ( ) { } are shown in Table 10.2,

Table 10.2

Straight line and vector (arrow) drawing

where the starting points of the lines and vectors are encircled by small circles as well as their coordinates are shown for illustrative purpose only.

10.3 Curves$$^*$$

Frequently used commands for drawing curves are \curve [ p ] ( x $$_\mathtt{1}$$ , y $$_\mathtt{1}$$, ..., x $$_\mathtt{n}$$ , y $$_\mathtt{n}$$ ) and \closecurve [ p ] ( x $$_\mathtt{1}$$ , y $$_\mathtt{1}$$, ..., x $$_\mathtt{n}$$ , y $$_\mathtt{n}$$ ) , defined in the curves package, which draw respectively open and closed curves through the given coordinate points with the optional p as the patterns of the curves. In the \curve[ ] ( ) command, two points draw a straight line and three points draw a parabola. The \closecurve[ ] ( ) command, where at least three points are required, draws a closed curve with continuous tangents at all the points. Besides these two commands, there is \qbezier [ N ] ( x $$_\mathtt{1}$$ , y $$_\mathtt{1}$$ ) ( x $$_\mathtt{2}$$ , y $$_\mathtt{2}$$ ) ( x $$_\mathtt{3}$$ , y $$_\mathtt{3}$$ ) for drawing a quadratic Bézier curve through the end points (x $$_\mathtt{1}$$ , y $$_\mathtt{1}$$) and (x $$_\mathtt{3}$$ , y $$_\mathtt{3}$$), where the middle point (x $$_\mathtt{2}$$ , y $$_\mathtt{2}$$) is known as the control point and it is the intersection of the two tangents to the curve at the two end points. The optional argument N instructs to approximate the curve through (N+1) points. If N is not provided, its value is calculated automatically to produce a solid curve. Some examples of \curve[ ] ( ), \closecurve[ ] ( ) and \qbezier[ ] ( ) ( ) ( ) are shown in Table 10.3, where the curve

Table 10.3

Open and closed curves, and Bézier quadratic curves

generating points are encircled by small circles as well as their coordinates are shown for illustrative purpose only (these are not shown in the LaTeX input file). Since all the relevant coordinates are provided to \curve[ ] ( ), \closecurve[ ] ( ) and \qbezier[ ] ( ) ( ) ( ), the \put ( ) { } command, as used in Tables 10.1 and 10.2, is not required here to specify any more point.

10.4 Oval Boxes$$^*$$

The \oval ( l $$_\mathrm {x}$$ , l $$_\mathrm {y}$$ ) [ part ] command draws a box of dimensions l $$_\mathrm {x}$$ and $$\mathtt{l}_\mathrm {y}$$ with rounded corners. The part option allows to draw only a part of a box, whose permissible values are given in Table 10.4.

Table 10.4

Options to the \oval ( ) [ ] command for drawing partial ovals

Table 10.5

Oval boxes (boxes with rounded corners) through the \oval ( ) [ ] command

Some applications of \oval ( ) [ ] are shown in Table 10.5, where a box is put in a specified base point through the \put ( ) { } command. As before, the base points by small solid circles along with their coordinates are also shown for illustrative purpose. Since no option for any part (i.e., the optional part) is provided, the very first \put ( ) { \oval ( ) } in each of the first and third examples draws a complete box with the base point as its center coordinate. Any other command in Table 10.5 draws a part of a box due to the presence of one of the options as given in Table 10.4. Note that, whether a complete box or a part of it is opted, the complete size of the box ($$\mathtt{l_\mathrm {x}, l_\mathrm {y}}$$) is to be provided to \oval ( ) [ ], which draws the box or its part with the base point, specified through \put ( ) { }, as the center coordinate of the complete box. It is observed that for equal values of $$\mathtt{l_\mathrm {x}}$$ and $$\mathtt{l_\mathrm {y}}$$, in some small amount (a maximum of around 14 mm), \oval ( ) [ ] draws a circle-like box or a part of it. Some such examples are also shown in the last two examples of Table 10.5.

10.5 Texts in Figures$$^*$$

If required, some texts can be inserted in a figure through \put ( x, y ) { atext } in the picture environment, where atext is the texts to be inserted and (x, y) is its lower left coordinate. Additionally, there are three box making commands, \makebox ( l $$_{\mathrm {x}}$$ , l $$_{\mathrm {y}}$$ ) [ pos ] { atext } , \framebox ( l $$_\mathrm {x}$$ , l $$_\mathrm {y}$$ ) [ pos ] { atext } and \dashbox { dsize } ( l $$_\mathrm {x}$$ , l $$_{\mathrm {y}}$$ ) [ pos ] { atext } , for conveniently inserting texts in a rectangular box positioned by \put ( ) { }. The fields $$\mathtt{l_\mathrm {x}}$$ and $$\mathtt{l_\mathrm {y}}$$ are respectively the horizontal and vertical lengths of a box, atext is the texts to be inserted in the figure, and dsize is the size of the dashes in a dashed box. The optional argument pos is the vertical and horizontal positions of atext in the box, whose permissible values are given in Table 10.6.

Table 10.6

Settings of the and commands for positioning texts in figures

No visible box is produced by \makebox ( ) [ ]{ } , it only reserves a rectangular area for printing texts. In the first example in Table 10.7 on the next page, a box of size 55 mm$$\times $$20 mm is created a number of times at point (3, 5) by \put ( ) {\makebox ( ) [ ]{ }} and variations in the positions of texts with the pos option are shown. The base coordinate (3, 5) and a dotted box are also shown for illustrative purpose. The \makebox ( ) [ ]{ } command has two special properties. First, a zero-dimension box

Table 10.7

Texts in figures through the command

can also be created, in which case a piece of texts is positioned with respect to the base coordinate of \makebox ( ) [ ]{ }, some examples of which are shown in the second part of Table 10.7. Second, a box of a negative dimension can also be created, which means the negative side of the base point. As shown in the third part of Table 10.7, a box of size (−20, 25 mm) means 20 mm left and 25 mm above the base point. Such a negative-dimensional box may be useful if a piece of texts is to be inserted on the left or below the base point.

Unlike \makebox ( ) [ ]{ }, \framebox ( ) [ ]{ } produces a visible box of a specified size. Moreover, no negative or zero-dimensional box is permitted in \framebox ( ) [ ]{ }. If no size is provided, a box of an arbitrary size is created. All other issues of \framebox ( ) [ ]{ } are the same with those of \makebox ( ) [ ]{ }. The \dashbox{ } ( ) [ ]{ } command is similar with \framebox ( ) [ ]{ }, with the only difference that it produces a box by dashed lines. Some applications of \framebox ( ) [ ]{ } and \dashbox{ } ( ) [ ]{ } are shown in Table 10.8 on the next page, where the base coordinates of the boxes are marked by small solid circles for illustrative purpose.

Apart from the above three commands, the \parbox [ pos ] { $$\mathtt{l_\mathrm {x}}$$ } { atext } command can also be used for printing texts in the picture environment. The meanings of the

Table 10.8

Boxed texts in figures using the and commands

Table 10.9

Multi-line texts in a figure through the command

arguments of \parbox[ ]{ }{ } are the same as mentioned above. Like \makebox ( ) [ ]{ }, \parbox[ ]{ }{ } also does not produce any visible box. As shown in Table 10.9, an advantage of using \parbox[ ]{ }{ } is that a long piece of texts is split over multiple lines, if the size of the box is not sufficient to hold the entire texts in a single line².

All the above commands print texts in the horizontal direction. Some texts in a figure may need to be printed in an inclined direction also. The command for the same is \rotatebox { arotate } { atext } defined in the rotating package, which rotates atext by angle arotate (in degree) from the horizontal (a positive value of arotate rotates in the counter-clockwise direction, while a negative value rotates in the clockwise direction). Applications of \rotatebox{ }{ } are shown in Table 10.10 on the next page.

Table 10.10

Rotated texts in figures through the command

Note that the commands of Table 17.​1 can also be used in the picture environment through the positioning command \put ( ) { } for printing texts in boxes.

10.6 Compound Figures$$^*$$

Once commands for drawing different geometric figures are known, they can be combined for forming a compound figure also. Some examples of such figures are given in Table 10.11, where the application of \multiput ( ) ( ) { }{ } is also shown while drawing parallel lines of the rectangle and parallelogram.

Table 10.11

Compound figures through multiple commands

Footnotes

1

The \multiput ( x, y ) ( $$\Delta $$ x, $$\Delta $$ y ) { n } { } command can be used for drawing the same figure n times, say equidistant parallel lines, starting the first one at (x, y) and incrementing (x, y) each time by ($$\Delta \mathtt{x,}\,\Delta \mathtt{y}$$) for the subsequent figures.

2

The \parbox[ ]{ }{ } command splits its textual argument over multiple lines, if the size of the box is not sufficient to hold the entire texts in a single line.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_11

Hour 11

11. Equation Writing I

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

Mathematical expressions or equations in LaTeX are written in math-mode environments, such as equation or eqnarray . The math-mode environments are defined in the amsmath package, while many mathematical symbols are defined in the amssymb package. There exist many more relevant packages, which are stated in Appendix A.

11.1 Basic Mathematical Notations and Delimiters

Since various mathematical notations are basic tools for writing mathematical expressions, LaTeX commands for some frequently used notations are listed in Table 11.1 on the next page as a quick reference. Note that multi-letter (or multi-digit) superscripts or subscripts must be inserted in { }, while a single-letter (or single-digit) can be inserted directly also.

Some basic delimiters, a pair of which acts like parentheses to enclose an expression, are also given in Table 11.2 on the next page (more delimiters are given in Appendix A). To fit automatically around the height of a mathematical expression, the \left and \right commands may be used before the opening and closing delimiters (\left and \right are used as a complementary pair). The two delimiters enclosing an expression need not to be similar. For example, \left( and \right] can be used to enclose an expression in ( ]. If no delimiter is required in one side of an expression, the \left. or \right. command, as applicable, may be used. On the other hand, for fixed big-size delimiters (i.e., the size of a delimiter is not auto-adjusted as seen in the right column of Table 11.2), the \big , \Big , \bigg and \Bigg commands may be used by appending l and r for producing opening and closing delimiters respectively, e.g., \biggl\ { and \biggr\ } will produce a pair of big-sized curly braces. Note that none of the commands of the forms of \big, \Big, \bigg and \Bigg is required to appear in a complementary pair, i.e., either the opening or closing delimiter can also be used alone as shown in the right column of Table 11.2.

Table 11.1

Frequently used mathematical notations (math-mode)

Table 11.2

Basic delimiters (math-mode)

11.2 Mathematical Operators

In order to form a mathematical expression, various terms are connected by some operators, which are classified into two categories: binary operators and relation operators. Such basic operators, which are to be obtained in LaTeX through some commands, are given in Tables 11.3 and 11.4 (more operators are given in Appendix A).

Table 11.3

Basic binary operators

Table 11.4

Basic relation operators

11.3 Mathematical Expressions in Text-Mode

A math-mode environment, like equation or enqarray, prints a mathematical expression in a new line. Sometime a short mathematical notation or expression may need to be printed in running texts also, i.e., in the same line along with texts. For example, in the following statement, one equation and three variables are printed in running texts:

The equation of an origin-centered circle is $$x^2+y^2=r^2$$, where x and y are the coordinates of a point on the circumference of the circle, and r is its radius.

A mathematical expression, say amath, can be inserted in running texts as $ amath $, \( amath \) or \begin { math } amath \end { math }, where ‘$$’ , ‘\( \)’ or the math environment create math-modes in running texts¹. A single notation is usually inserted in $$, while an expression is inserted in \( \) or in the math environment (however, all three are applicable in either case). In the above example, accordingly, the equation can be inserted as \( x ˆ 2 + y ˆ 2 = r ˆ 2 \) or \begin { math } x ˆ 2 + y ˆ 2 = r ˆ 2 \end { math }, while the variables x, y and r as $ x $, $ y $ and $ r $ respectively.

11.4 Simple Equations

The very basic math-mode environment for producing an equation is equation . Within the environment, an equation can be written as a combination of different mathematical expressions, as shown in Table 11.1, such as summation, power, root or equality. The equation environment, an example of which is shown in Table 11.5, is used for

Table 11.5

A simple equation through the equation environment

inserting a single equation that is printed in a separate center-aligned line. Moreover, the equation is assigned a serial number printed in ( ) on its right hand side. As shown in Table 11.5, an equation can be assigned a unique label-word through the \label{ } command, which can be used for referring the equation through the command (similar to , the command may also be used for referring an equation, which automatically puts the serial number of the equation in a pair of parentheses).

11.4.1 Eliminating Equation Numbering

If an equation is not to be numbered, either the equation* environment, or one of the \nonumber and \notag commands after the equation, may be used. There exist the displaymath environment and the \[ \] mode, which also allow to produce an equation without numbering it. The applications of these provisions are shown in Table 11.6. When an equation is prevented from numbering by any of these approaches, the equation is not counted during numbering its following equations.

Table 11.6

Different approaches for producing equations without numbering

11.4.2 Overwriting Equation Numbering

Opposite to \notag, there are \tag { anum } and \tag* { anum } commands allowing to overwrite the numbering of an equation by anum, where \tag { } prints anum in a pair of parentheses and \tag* { } prints it without any parenthesis. An example is shown in Table 11.7, where \tag* { } is used to refer a label-word by ².

Table 11.7

Overwriting equation numbering by the \tag* { } command

11.4.3 Changing Printing Format of Equations$$^*$$

As seen in Table 11.5, by default an equation is printed in a center-aligned new line and it is assigned a serial number in () on its right side. All the equations of a document can be made globally left aligned, with some predefined indentation, using fleqn as an option to \documentclass[ ] { } (§11.6 discusses left alignment of a particular equation only). The predefined indentation under the fleqn option can be changed by altering the value of \mathindent , e.g., \setlength { \mathindent } { 5 mm } or \mathindent= 0 mm. Such a change may be made in the preamble for global effect, or prior to an equation for local effect. Further, leqno may be used as another option to \documentclass[ ] { } for printing equation number on left side. Another noticeable thing in Table 11.5 is that the serial number of the equation is preceded by the chapter number and a period mark. That is, equations in the document-class book are numbered chapter-wise. In contrast, an equation in the document-class article is assigned its serial number only, i.e., not section-wise (the document-class article does not support a chapter). To get the equation numbering section-wise , the following four lines of commands may be included in the preamble (§19.​2.​5 discusses the commands in detail):

Applications of the above mentioned provisions are shown in Table 11.8. In the document-class article, tables and figures , which are also by default numbered by their serial numbers only, can be numbered section-wise as above. In that case, equation and \theequation in \@addtoreset { } { } and \renewcommand { } { } are to be replaced by table and \thetable  (or, figure and \thefigure ) respectively.

Table 11.8

Changing the standard format for printing and numbering equations

11.5 Array of Equations

The equation or displaymath environment, or the \[ \] mode, is used for producing a single equation in a separate line. Sometime a set of simultaneous equations may need to be produced in an array form (one below another). LaTeX provides a number of special environments for producing an array of equations together, instead of producing each equation by a separate equation or displaymath environment, or \[ \] mode. Some of such environments, along with their alignment structures, are given in Table 11.9. In these environments, an equation, except the last one of an array, is

Table 11.9

Array of equations producing environments and their alignment structures

terminated by \\ . The \\[ vsize ] command can also be used for providing extra vsize vertical space between two equations. The \displaybreak [ adigit ] command may also be used just before \\ as the page breaking instruction after the current equation, with optional adigit value of 0–4, where 0 means the provision for breaking and 4 means the must breaking. On the other hand, the \intertext { atext } command after \\ allows to insert a few lines of texts (i.e., atext) in between two equations maintaining their alignments.

The patterns of aligning the equations of an array differ from environment to environment. The eqnarray and eqnarray* environments enclose the aligning place by a pair of & sign, e.g., & = & for aligning about the ‘=’ sign, or simply && for aligning about an empty space. The align and align* environments use a single & on the left side of the aligning place, e.g., & = for aligning about the ‘=’ sign. Similarly, the alignat, alignat*, xalignat and xxalignat environments (which allow alignment at multiple places) also use a single & on the left side of an aligning place, but with a provision for ending the current aligning place by another & before starting the alignment at the next place, e.g., in x & + & y & =z, the first & makes an alignment about the ‘+’ sign, which is ended by the next & before starting the second alignment about the ‘=’ sign. The alignat, alignat*, xalignat and xxalignat environments take the number of aligning places as a mandatory argument, e.g., \begin { alignat } { m } with $$\mathtt{m=}\frac{\mathtt{n}}{\mathtt{2}}\mathtt{+1}$$ if n is even and $$\mathtt{m=}\frac{\mathtt{n+1}}{\mathtt{2}}$$ if n is odd, where n is the number of & to be used in an equation. Note that the alignment about a place, under these environments, internally splits an equation at this place into two parts of rl-alignment, i.e., the left side part is right aligned and the right side part is left aligned. On the other hand, the aligning process in the array environment is quite different. Similar to the tabular environment used for preparing a table (refer §7.​1), the array environment creates aligning places through mandatory options of l for left alignment, c for centered and r for right alignment, e.g., \begin { array } { rl } for right aligning the left portion (due to r) and left aligning the right portion (due to l).

The starred forms of the environments (including xxalignat which acts like the starred form of xalignat) ignore the numbering to any equation, while their non-starred forms (including xalignat) assign an individual serial number to each equation. If required, numbering to any equation of an array can be eliminated using the \nonumber or \notag command as explained in §11.4.1. On the other hand, the array environment also ignores the numbering, but the entire array of equations will be assigned a single serial number if the array environment is nested inside an equation environment.

Table 11.10 shows, through the same array of three equations, some applications of the environments given in Table 11.9, along with those of other commands

Table 11.10

Array of equations in different forms

discussed above (except \displaybreak). Since the gather environment just gathers an array of equations without any alignment, no & is used in this environment. The second equation of the eqnarray environment is prevented from numbering by using \nonumber before terminating it by \\. For the same purpose, \notag is used before terminating the last equation of the align environment. Moreover, the first equation of the align environment is not numbered but referred to another equation through \tag { } , while a gap of 3 mm is created above its last equation by terminating the previous equation by \\ [ 3 mm ]. On the other hand, a note is produced, through \intertext { }, after the first equation of the alignat* environment (\intertext { } cannot be used in the array environment).

In the array environment in Table 11.10, each term and operator, totaling 13 in number, is right aligned separately, which are done by creating 13 number of right aligned places (columns) through \begin { array } { * { 13 } { r } } (refer §7.​6 for detail). The array environment allows to enclose an array by a pair of delimiters, which is demonstrated in Table 11.10, where the entire environment is enclosed by \left. and \right\ } for producing a curly brace on the right side of the array. Alternatively, the same effect can be produced by enclosing the mandatory argument of the environment by a pair of delimiters (this provision is defined in the delarray package), e.g., it could be created in Table 11.10 as \begin { array } . { * { 13 } { r } } \ } instead of enclosing the entire environment by \left. and \right\ } . On the other hand, the array environment has optional provision for vertical alignment also, which is executed as \begin { array } [ valign ] { }, where the permissible values of valign are t for top alignment, c for center alignment and b for bottom alignment. Further, as adjusting column width in tables discussed in §7.​5, the blank space between two columns in the array environment can be changed either by using @ { } (as shown in the last example in Table 11.10) or by changing the value of \arraycolsep  (default is 5 pt), e.g., \setlength { \arraycolsep } { 1 mm }. Moreover, any row, column or entry in the array environment can be colored in the same way discussed in §7.​9 for those of a table.

Notice in Table 11.10 that the eqnarray environment leaves excess blank space around an aligned place, while other environments of Table 11.9 maintain comparatively better spacing. Further, alignment at a single place may not always be preferred, e.g., the case of the array of equations considered in Table 11.10, where all the variables (x, y and z) may need to be aligned. However, the choice of an environment is up to a user.

Each of the equations of a numbered array, produced by a non-starred environment given in Table 11.9 (excluding xxalignat and array), can be labeled and referred individually through \label { } and respectively. As shown in Table 11.10, an equation of an array is to be labeled before terminating it, i.e., before the line-break command \\.

11.6 Left Aligning an Equation$$^*$$

By default an equation is printed in a center-aligned new line. The fleqn option to \documentclass[ ] { } acts globally to make all equations of a document left aligned. In contrast, the flalign environment (or the flalign* form for unnumbered equations) can be used for left aligning a particular equation only.

The flalign environment allows the use of two & for internally aligning an array of equations about a particular place, out of which one & must be at the end of an equation (refer §11.5 for detail of using & in an array of equations). If no internal alignment of an array of equations is required about any particular place (or in the case of a single equation), the first & may be inserted either at the start or at the end (together with the second &) of an equation as per requirement.

Some applications of the flalign and flalign* environments are shown in Table 11.11, where the locational effect of the first & is noticeable. In the case of a single

Table 11.11

Left aligned equations through the flalign and flalign* environments

equation, as shown in the first two examples, the location of the first & does not effect the presentation of the equation. However, the location of the first & matters in an array of equations, which can be noticed in the third, fourth and fifth examples in Table 11.11. The last example in Table 11.11 is an interesting one (it is the last example of Table 11.10). Since internal alignment of the array of equations is required about more than one place, the array is first produced through an array environment. Then the array environment, followed by &&, is put in a flalign environment for left aligning the entire array.

11.7 Sub-numbering a Set of Equations$$^*$$

It is seen in §11.5 that the non-starred environments of Table 11.9 (excluding xxalignat and array) assign an individual serial number to each of a set of equations. Instead of such individual numbering, sometime a set of equations may be preferred to be sub-numbered under a main number, e.g., (3a), (3b), (3c), etc. Such sub-numbering can be obtained by nesting the equation generating environments (like equation, eqnarray or align) in the subequations environment. Such an example is shown in Table 11.12,

Table 11.12

Sub-numbering a set of equations

where a set of two equations is produced in three different ways under a single subequations environment. In the first case, the two equations are produced through two equation environments. In the second and third cases, these are produced through eqnarray and align environments, respectively. Each equation under the subequations environment can be labeled by a unique label-word, as well as the entire set of equations by a single label-word, which can be used for independently referring any or the entire set of equations as shown in Table 11.12. It is also shown in Table 11.12 that normal texts can also be inserted between two equation generating environments under the same subequations environment.

Footnotes

1

A mathematical notation or expression, say amath, can be inserted in running texts as $ amath $, \( amath \), or \begin { math } amath \end { math }.

2

The command works in the \tag { } command, but not in the \tag* { } command.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_12

Hour 12

12. Equation Writing II

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

Writing of basic equations is discussed in Hour 11. Some processes for writing complicated equations are presented here, including the use of mathematical symbols for which special commands are required (such commands are listed in Appendix A).

12.1 Texts and Blank Space in Math-Mode

Every character in math-mode is treated as a variable and it is printed in math-mode (similar to italic fonts) without any gap between two characters. Normal texts with usual inter-word spacing can be printed in math-mode through the \mbox{} , \text{} and \mathrm{} commands. The commands and fonts discussed in §2.​2 are also permitted for printing normal texts in math-mode. On the other hand, , \, , \quad , \qquad , \enspace and \hspace{} can be used in math-mode for generating blank space of different sizes.

Applications of some of the above commands are shown in Table 12.1 on the next page (the same can be found in other sections of the book). In the first example, \mbox{} (function of \text{} is the same) is used for printing in-line normal texts and \mathrm{} for printing a superscript in normal fonts, while \enspace is used for maintaining some gap prior to the period mark (the arguments of \mbox{} and \text{} are in text-mode, while that of \mathrm{} is in math-mode)¹. In the second example in Table 12.1, an array of equations is produced through the array environment with alignment at three places. In this example, \mbox{\boldmath{$ x $}} is used for printing x as $$\varvec{x}$$ (just \boldmath { x } would print x as x).

Table 12.1

Normal texts and gap in math-mode

12.2 Conditional Expression

A conditional expression is a case, where a parameter or an expression may take different values in different circumstances. Table 12.2 presents three approaches for

Table 12.2

Conditional mathematical expressions in different forms

printing such conditional expressions. The first approach uses the cases environment inside an equation environment, in which conditions are preceded by & sign for aligning them. In the cases environment, all the conditions are enclosed by a left-hand curly brace, and the entire conditional expression is assigned a single serial number. On the other hand, the array environment, applied in the second approach in Table 12.2, is more flexible than the cases environment. In the array environment, different types of auto-sized delimiters can be obtained on either side of an expression. Moreover, different parts of the expression can be aligned differently. Like the cases environment, the array environment also can assign a serial number to a set of expressions, if it is nested in a math-mode, such as the equation environment. If all the conditions of an expression are to be numbered independently, the enqarray environment may be used as shown in Table 12.2 as the third approach for printing the given two conditions by aligning them about the ‘=’ sign (similar effect can be obtained by using other environments given in Table 11.​9). Note that a gap is to be maintained between \phi and xy in Table 12.2 (refer §1.​5.​1 for detail).

12.3 Evaluation of Functional Values

Evaluation of a function is an important part of mathematics. Table 12.3 shows an

Table 12.3

Evaluation of a function for a given value

example of evaluating f(x) at $$x=0$$, where a vertical line of auto-adjusted height is first produced by using the set of \left. and \right| commands around the functional expression. Then, the given value ($$\mathtt{x=0}$$) is printed as the suffix of | through |_ { x=0 }.

12.4 Splitting an Equation into Multiple Lines$$^*$$

It is stated in §11.​4 that the equation or displaymath environment, or even the \[ \]-mode, produces a single equation in a single new line. If an equation is long enough to accommodate in a single line, it can be split into multiple lines through the multline environment or its starred form multline*. In these environments, the first split line is left aligned, the last one is right aligned and all other intermediate lines are centered as shown in Table 12.4 on the next page. The multline environment assigns a serial number to the equation, while the multline* ignores its numbering.

Table 12.4

Splitting an equation into multiple lines through the multline environment

Another environment for splitting a long equation into multiple lines is split . Like the array environment, the split environment is also nested in another math-mode, such as the equation or displaymath environment or \[ \] mode. An application of this environment is shown in Table 12.5. By default the split environment makes all the

Table 12.5

Splitting an equation into multiple lines through the split environment

lines right aligned. Alignment about another place can be obtained by using an & at that place, as shown in Table 12.5 by aligning after the left-hand square bracket. Note that since \left and \right (used for obtaining auto-sized delimiters) appear as a matching pair, they cannot be split into two lines. In such cases, instead of \left and \right, the commands of the forms of \big, \Big, \bigg and \Bigg (refer §11.​1 for detail) may be used as shown in Table 12.5, where \biggl and \biggr are applied for generating two big-sized square brackets in two split lines.

As shown in Table 12.6, the split environment can be used in mathematical analysis also, where the multiple lines are aligned about the ‘=’ sign.

Table 12.6

Mathematical analysis through the split environment

The \lefteqn { fline } command can also be used in the eqnarray environment for splitting a long equation into multiple lines, where fline is the first split line. The first example in Table 12.7 shows the use of \lefteqn{ } for reproducing the

Table 12.7

Splitting an equation into multiple lines through the eqnarray environment

equation of Table 12.5, where the second line of the equation is preceded by && for printing it with default left indentation. As shown in the second example, the indentation of the following lines can be increased by using \hspace{ } after \lefteqn{ } in the first part. Since the enqarray environment assigns a default serial number to each equation, \nonumber is used in the first split lines in Table 12.7 for ignoring their numbering.

12.5 Vector and Matrix

The direct LaTeX environments for producing a matrix include matrix , pmatrix , bmatrix , vmatrix and Vmatrix . These environments work for a vector also, where it is to be inserted as a single column or single row matrix. The environments are to be nested in a math-mode, such as the equation environment. Like in the tabular environment used for producing a table (refer §7.​1), the entries of two columns in a matrix generating environment is separated by a & sign and a row other than the last one is terminated by the line break command \\. The matrix environment produces a matrix without any delimiter, while the delimiters in the pmatrix, bmatrix, vmatrix and Vmatrix environments are (), [ ], $$\arrowvert ~\arrowvert $$ and , respectively. Applications of these five environments are shown in Table 12.8 on the next page. Apart from these, there is another environment, smallmatrix , which is useful for producing a small matrix or vector in text-mode, e.g., $\left[\begin{smallmatrix} a & b \\ c & d \end{smallmatrix}\right]$ will produce $$\left[ {\begin{matrix}a&{}b\\ c&{}d\end{matrix}}\right] $$.

The above matrix generating environments have some limitations. Firstly, a matrix only up to a maximum of 10 columns can be generated. For a higher order matrix, the value of the column counter MaxMatrixCols is to be reset, e.g., \setcounter{MaxMatrixCols} { 15 } for producing a matrix up to a maximum of 15

Table 12.8

Matrices and vectors through direct environments

columns. Secondly, the environments do not have any column formatting option, but all entries are made center aligned. Moreover, as seen in Table 12.8, no one generates a matrix in {}, which is often used particularly in vectors. However, required delimiters can be produced through the matrix environment by enclosing it with the delimiters, e.g., \left\{\begin{matrix} ... \end{matrix}\right\} for producing the matrix in {}.

A good alternative to overcome the limitations of the matrix generating environments is to use the array environment. For illustration of the environment, Table 12.9

Table 12.9

Matrices and vectors through the array environment

shows an example of a column vector in {} with left aligned elements, and a matrix in [] with right aligned elements. Further, as the application of the array environment

Table 12.10

Matrix and vector mixed expression through the array environment

for generating matrices and vectors, an expression is shown in Table 12.10, which contains a matrix and two vectors. Hence, the expression is inserted in three parts using three individual array environments, the first one is for the matrix and the remaining two are for the two vectors. Note that there should not be any line break command or blank line after an array environment, otherwise the contents of the next array environment will be printed in the following line, instead of in the same line. The \hdotsfor [ aspace ] { n } command draws a horizontal dotted line, in the array or any other matrix generating environment, over n number of columns with aspace as the optional dot spacing, e.g., \hdotsfor [ 1.5 ] { 5 } for a line over 5 columns with 1.5 spacing between two dots.

12.6 Overlining and Underlining

Sometime an expression can be presented by putting a line over a term, instead of enclosing it in a pair of delimiters. Such an overlining is done through the \overline{ }  command, an example of which is shown in Table 12.11. Similarly the

Table 12.11

Mathematical expression overlined through the command

\underline{ }  command can be used for putting a line under a term. On the other hand, the \overbrace{ } or \underbrace{ } command can be used for putting a brace over or under a term. Moreover, a note can also be placed over or under such a brace. Examples of both the cases are shown in Table 12.12.

Table 12.12

Mathematical expression with over and under braces

A note over an overbrace is put as the superscript to \overbrace{ }. Similarly, a note under an underbrace is put as the subscript to \underbrace{ }.

12.7 Stacking Terms$$^*$$

In many applications, like in chemical reactions, two terms often need to be stacked  (to put one above another), where the upper term is usually some texts and lower one is a symbol covering the upper term. Generally stacking is done through the \stackrel { aup } { alow } , where aup is the upper term and alow is the lower one. Some applications of this command are shown in Table 12.13, where arrow symbols are generated through fixed-length based direct arrow commands.

Table 12.13

Stacking a mathematical term with an arrow of fixed length

The stacking under \stackrel{ }{ } may look odd if the length of the term is too long or short in comparison to that of the covering symbol. Such problems may arise with arrows whose lengths are predefined. In that situation, stacking may be done through commands like \overleftarrow{ } , \overrightarrow{ } , \underleftarrow{ } and \underrightarrow{ } , which produce arrows of flexible lengths to cover their arguments. For proper presentation, \overleftarrow{ } and \overrightarrow{ }, which produce arrows on top, should be used as subscripts. On the other hand, \underleftarrow{ } and \underrightarrow{ }, which produce arrows at bottom, should be used as superscripts. Table 12.14 shows applications of \overrightarrow{ } and \underrightarrow{ } on the

Table 12.14

Stacking a mathematical term with an over or under arrow of flexible length

same example, where the commands are inserted, respectively, as the subscript and superscript to an empty character, i.e., to { } (it can be subscribed to the previous term also). Since \overrightarrow{ } and \underrightarrow{ } produce arrows of lengths equal to those of their arguments, is added on either side of their arguments for producing arrows of slightly bigger lengths. Further, since the dash producing command ‘’ does not work in math-mode, it is inserted through the \text{  } command.

LaTeX also provides the \overset { atop } { abot } and \underset { abot } { atop } and \underset { abot } { atop } commands for stacking two terms, where atop is produced on the top of abot, e.g., \overset { a } { X }, \underset { b } { X } and \overset { a } { \underset { b } { X } } will produce $$\overset{a}{X}$$, $$\underset{b}{X}$$ and $$\overset{a}{\underset{b}{X}}$$ respectively. Notice the expressions in Table 12.14 – both of \overrightarrow{ } and \underrightarrow{ } print their arguments on one side of the arrows. If terms on both sides of an arrow are required, either the pair of \underset{ }{ } and \underrightarrow{ }, or \overset{ }{ } and \overrightarrow{ } may be used. Applications of both the pairs are shown in Table 12.15 on the next page, where it is to be noticed that the smaller stacking term is taken as the first argument of \underset{ }{ } or \overset{ }{ } (otherwise an arrow of a smaller length will be produced).

The \overset{ }{ } and \underset{ }{ } commands can also be used for printing ranges or limits of big symbols like $$\sum $$ and $$\prod $$. Generally, the ranges of these symbols are inserted as superscripts and subscripts, and these are printed on the top and at bottom of the symbols, e.g., ‘\sum ˆn _ { i=1 }  x _ i’ in most of the math-modes will produce $$\underset{i=1}{\overset{n}{\sum }} x_i$$, but $$\sum ^n_{i=1}x_i$$ in text-mode and array environment (i.e., like superscript and subscript on the right side). In such cases, \overset{ }{ } and \underset{ }{ } can be used for forcibly printing the ranges on the top and at bottom of a symbol,

Table 12.15

Stacking two mathematical terms above and below an arrow

e.g., ‘$ \underset { i=1 } { \overset { n } { \sum } } $’ or ‘$ \overset { n } { \underset { i=1 } { \sum } } $’ in this line produces $$\underset{i=1}{\overset{n}{\sum }}$$.

For stacking multiple lines above or below of a symbol, the \substack{ } command or the subarray environment may be used. The lines are center aligned under \substack{ }, while their alignment can be controlled in the subarray environment. Some examples of these options are shown in Table 12.16, where the lines under the subarray environment are left aligned through the option l (other option is c for center alignment).

Table 12.16

Stacking multiple mathematical lines above or below of a symbol

There is another slightly different command, \sideset { aleft } { aright } , which prints aleft and aright, respectively, on the left and right sides of a symbol, like $$\sum $$ or $$\prod $$. Provision is also there for printing four different terms, as superscripts and subscripts, on the four corners of a symbol. For example, $ \sideset { a } { b } \prod$ and $ \sideset { ˆ1 _ 2 } { ˆ3 _ 4 } \prod$ will print and respectively.

12.8 Side-by-Side Equations$$^*$$

If required for some purpose (say, for comparison), sets of equations can be produced side-by-side along the width of a page. Generally, the gathered , aligned and alignedat environments are used in such cases, nesting in a math-mode, such as the equation or displaymath environment, or \[ \] mode. Vertical alignment of the sets of equations can also be made through an optional argument to the environments, whose permissible values are c for center alignment, b for bottom alignment and t for top alignment. These environments are very similar, respectively, with the gather, align and alignat environments discussed in §11.​5. Two applications of the pair of aligned and gathered environments are shown in Table 12.17. In the first application, both the sets of equations are center aligned (by default), while in the second application, the first set is bottom aligned and the second set is top aligned.

Table 12.17

Side-by-side equations along the page width

Footnotes

1

The \mbox{ }, \text{  } and \mathrm{ } commands can be used for producing normal texts with usual inter-word spacing in math-modes, where \mbox{ } and \text{  } process their arguments in text-mode while \mathrm{ } processes its argument in math-mode.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_13

Hour 13

13. User-Defined Macros

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

LaTeX provides many in-built commands and environments for preparing a document. Besides those, it permits to define new commands and environments. Moreover, in-built ones can also be redefined to alter their behaviors. Many such cases are already addressed in previous Hours, which are systematically discussed in this Hour. In this book, although the original LaTeX syntax are printed in red colored (for online version) and boldfaced sans serif fonts for their clear distinction, all user-defined syntax are printed in normal black color so that a reader is not misled.

13.1 Defining New Commands

It is a tedious job to insert a long command or a combination of commands, or even a piece of texts, if it is to be used repeatedly in a document. In that case, some short commands can be defined to represent such long items conveniently¹. A new command is defined in the preamble through the \newcommand { newc } { aval } or \providecommand { newc } { aval } command, where newc is the new command to be defined and aval is the attribute to be represented by newc. In general, the name of a new command should be alphabetic only, not to start with ‘end’ and not to match with an existing command. In the case of \newcommand { } { }, an error message will be generated if a new command matches with an existing command, while \providecommand { } { } will retain the existing command without any message, i.e., whether the new command is defined or the existing one is retained (therefore, \providecommand { } { } will not be discussed any more in this book).

13.1.1 New Commands Without Argument

It is discussed in §1.​5.​1 as well as seen in previous Hours that some commands work on their own, while others ask a user to provide some inputs. Table 13.1

Table 13.1

Defining new commands without argument

shows how a new command without any argument (i.e., without any input from a user) can be defined in the preamble and its meaning when used in the body of a document. The \bs command is defined to represent the math-mode \backslash command. However, it is applicable in text-mode only. If used in math-mode, the first $ sign in its definition will quit the math-mode. To alleviate such errors, the inline math-mode may be generated through \mbox { } , which works in both text-mode and math-mode. Another option is to use \ensuremath { } , which always processes its argument in math-mode regardless the mode in which it is used. The applications of \mbox { } and \ensuremath { } are shown in Table 13.1 in the definitions of the \xv and \veps commands, which also show the representation of a combination of some existing commands by a single new command. On the other hand, the \cg command in Table 13.1 shows that, not only existing commands but a piece of normal texts can also be represented by a new command.

Note that, if ended by an alphabet, a user-defined new command (like \bs, \xv, \veps and \cg in Table 13.1) is also to be terminated by \ $$_{\sqcup }$$ in order to protect the trailing blank space. Without trailing \ $$_{\sqcup }$$, the texts next to a command would be printed in continuation of the command, e.g., ‘\xv $$_{\sqcup }$$ is a vector’ will print ‘xis a vector’ (without any gap between ‘x’ and ‘is’), while ‘\xv \ $$_{\sqcup }$$ is a vector’ will print ‘x is a vector’.

13.1.2 New Commands with Mandatory Arguments

In the case of presenting a particular scenario repeatedly, a general command would be a more preferred one, which can be applied to different cases by changing the requirements of a user. For example, the \xv command of Table 13.1 is fixed to print x as a vector. If y is also to be presented as a vector in some cases, it will require to define another similar command, say \yv. This will not only increase the size of the preamble, but it would be difficult also to remember the commands defined for different cases. Therefore, instead of case-based fixed commands like \xv and \yv, it would be convenient to define a single command with some arguments to take the requirements of a user. Such a new command is defined through \newcommand{ }[ ]{ } as \newcommand { newc } [ n ] {..{ # 1 }..{ # 2 }..{ # n }..} , where newc is the new command to be defined, n is the number of arguments (a command can have a maximum of 9 arguments), and # 1, # 2, ..., # n are the serial numbers of the arguments. Although the arguments need not appear in order in the definition of a new command, they must be supplied in order during application, each argument in separate { }.

A number of examples of defining new mathematical commands having arguments are shown in Table 13.2. The definitions of the new commands may be

Table 13.2

Definition and application of new commands with mandatory arguments

difficult to understand, which is cleared through their applications. The \, command is used between ( # 2) and d # 1 in the definitions of \intg and \dint for maintaining a small gap before a differential, which may be viewed before d x or dp in applications 6–8. It is also to be noted that if there is nothing to provide against a mandatory argument of a command, it can be left just by empty { }, which is demonstrated in application 8 by keeping the upper limit of \dint empty. In this way, \dint can be used for indefinite integral also, by leaving its last two arguments empty.

Tables 13.1 and 13.2 show the process of defining a new command to represent an existing command or a combination of existing commands, or even a piece of normal texts. The \newcommand{ }{ } can also be used to reduce the number of arguments of an existing command. For example, if texts in red color are to be produced repeatedly, as done in this book (for online version), a shorter command, say \tred, may be defined to replace the repeated use of the long \textcolor { red }. In that case, instead of \textcolor { red } { atext }, just \tred { atext } can be used for printing atext in red color.

13.1.3 New Commands with Optional Arguments

The arguments of all the new commands of Table 13.2 in §13.1.2 are mandatory. An optional argument can also be assigned to a user-defined new command². Consider the case of \xv defined in Table 13.1, which prints x as a vector. The same \xv command with an optional argument can be used to print another letter also as a vector, instead of using \vctr { } shown in Table 13.2. A new command with an optional argument is defined in a similar way as shown in Table 13.2, but with an additional optional argument to \newcommand{ }[ ]{ }, i.e., through \newcommand{ }[ ][ ]{ } as \newcommand { newc } [ n ] [ farg ] {..{ # 1 }..{ # 2 }..{ # n }..}, where farg is the default first argument (which is optional) of the new command newc. Table 13.3 shows the

Table 13.3

Definition and application of new commands with optional arguments

definitions and applications of two new commands, each with an optional argument. The \xv command has only one argument, which is optional. By default \xv prints x, otherwise its optional argument if provided, say \xv[P] will print P (an optional argument is provided in [ ]). On the other hand, the \drv command has two arguments – the first one is optional and the second one is mandatory. In the absence of the optional argument, \drv differentiates its mandatory argument with respect to default y, otherwise with respect to its optional argument if provided.

13.2 Redefining Existing Commands$$^*$$

In some applications, the default style of an existing command may need to be altered, which is done by redefining the command³. An existing command is redefined in the preamble through the \renewcommand { rcom } [ n ] { astyle } command, where rcom is the existing command to be redefined, and astyle is its opted new style in terms of n number of arguments. For example, \renewcommand{\labelitemi}{{\small$\vartriangleright$}} replaces the bullet marking of the items with ‘$$\vartriangleright $$’ under the first level of the itemize environment. Some heading commands generate their label-words, like \chapter{ } generates ‘Chapter’ before its serial number. Such default label-words are listed in Table 13.4, which can be altered

Table 13.4

Heading commands and their default label-words

through \renewcommand{ }[ ]{ }, e.g., \renewcommand{\chaptername} { Unit } for replacing ‘Chapter’ by ‘Unit’, or \renewcommand{\abstractname} { Summary } for replacing ‘Abstract’ by ‘Summary’. Many more examples of redefining existing commands have already been provided in previous Hours, specially in Hours 4–6, 8, and 9.

Note that the first argument, if any, of a redefined command also can be made optional in a similar way as that of a new command stated in §13.1.3, i.e., through \renewcommand { rcom } [ n ] [ farg ] { astyle } with farg as the default first argument of rcom.

Also note that the command to be redefined cannot be repeated in the second argument of \renewcommand{ }{ }, e.g., \renewcommand{\alpha} { Symbol- \alpha } is not permitted. In such a requirement, a command may be redefined in one of the following two processes:

1.

First, save the existing command by another name, and then redefine the former in terms of the latter. As an example, first saving \textcolor as \oldtextcolor using ‘\let\oldtextcolor \textcolor’, \textcolor then can be redefined as \renewcommand{\textcolor} [ 2 ] [ red ] {\oldtextcolor{ # 1 } { # 2 } } to print its argument in default red color or in the supplied optional color, i.e., \textcolor { atext } to print atext in red color and \textcolor [ acol ] { atext } to print atext in acol color.

2.

First, obtain the LaTeX’s internal coding of the existing command, and then redefine the command in terms of that coding. For example, \sigma can be redefined as \renewcommand{\sigma}{\mbox{\boldmath{$\mathchar”11B$}}} in terms of its internal coding ‘\mathchar”11B’ so as to print by \sigma. LaTeX’s internal coding of a command can be obtained by using \show, e.g., the use of \show\sigma somewhere in the LaTeX input file will pause its compilation displaying ‘> \sigma=\mathchar”11B’, which means that the internal coding of \sigma is \mathchar”11B.

13.3 Defining New Environments

Like new commands discussed in §13.1, user-specific new environments can also be defined. A new environment is usually defined in the preamble in terms of an existing environment for obtaining its content in a slightly modified pattern. Moreover, a completely new pattern can also be obtained as per requirement.

13.3.1 New Environments Without Argument

A new environment can be defined as \newenvironment { nenv } { cstart } { cend } , where nenv is the new environment, and cstart and cend are, respectively, the commands for starting and ending the new environment. Table 13.5 shows the

Table 13.5

Definition and application of new environments without argument

definitions and applications of two new environments. The first new environment is itemem, which is defined by modifying the existing itemize environment for producing its contents in emphasized fonts. It is done through \em inserted in the second argument of \newenvironment{ }{ }{ }. Not only \em, other commands including a new one or a redefined one can also be added for obtaining a desired pattern. For example, the bullet marks ($$\bullet $$) in Table 13.5 can be replaced by check-mark ($$\checkmark $$) by defining the environment as ‘ ’, where \labelitemi is redefined as \checkmark (refer §6.​1.​2 for detail).

The second new environment in Table 13.5 is boxednote, defined by combining two existing environments for producing emphasized notes in a box. The new environment employs the tabular environment for producing a single-column table as a box, which is horizontally center aligned through the center environment. Finally, the \em command is used for emphasizing the contents of the new environment.

13.3.2 New Environments with Arguments

Similar to new commands discussed in §13.1.2, a new environment can also be provided with some mandatory arguments, in which case it is to be defined through \newenvironment { nenv } [ n ] {cstart} {cend} , where n is the number of arguments to be provided by a user (a maximum of nine arguments can be provided). For example, in order to put a boldface title to the contents of the boxednote environment, the first line of its definition in Table 13.5 can be replaced with ‘\newenvironment { boxednote } [ 1 ] {\begin{center}{\bf # 1 } \em’, and then the environment can be started in the document environment as \begin { boxednote } { atitle \\ }, where atitle is the title of the contents to be printed in boldface fonts in a new line (it will be printed in a new line because of the line break command \\).

Further, an optional argument is also permitted to a user-defined environment. As in the case of new commands stated in §13.1.3, a new environment with an optional argument is defined with an additional optional argument to \newenvironment{ }[ ]{ }{ }, i.e., through \newenvironment{ }[ ][ ]{ }{ } as \newenvironment { nenv } [ n ] [ farg ] { cstart } { cend }, where farg is the default first argument (which is optional) of the new environment nenv. As an example, consider again the above case of the boxednote environment. In order to put an optional title to the contents of boxednote, the first line of its definition in Table 13.5 can be replaced with ‘\newenvironment { boxednote } [ 1 ] [ ] {\begin{center}{\bf # 1 }\em’. If the environment is now started simply as \begin { boxednote }, its contents will be printed without any title because of the empty second optional argument in its definition. However, if it is started as \begin { boxednote } [ atitle \\ ], the optional argument atitle will be printed in boldface fonts in a new line as the title of the contents.

13.3.3 Theorem-Like Environments

Many mathematical documents include theorems and other theorem-like structures, such as definitions, lemmas, and propositions. A non-mathematical document may also contain similar structures, like principles, laws, assumptions, etc. For defining any such environment, LaTeX provides the \newtheorem { akey } { nenv } [ aunit ] command, where nenv is the name of the new environment and akey is its keyword, while optional aunit is the name of the sectional unit (like chapter or section) based on which the environment is to be numbered. The definitions of some of such environments are shown in Table 13.6 on the next page with or without an optional argument. Each theorem-like environment is numbered, preceded by the name of the environment. Numbering is done according to the optional argument provided in the

Table 13.6

Defining theorem-like environments

Table 13.7

Application of the user-defined ‘Definition’ environment

definition of the environment, otherwise globally if no option is provided. Table 13.7 shows an example of the Definition environment, which is defined in Table 13.6 with the keyword dfn and optional argument chapter.

Like any other numbered item, a theorem-like environment can also be labeled and referred through a keyword. An environment can be labeled anywhere within its body. This is shown in Table 13.7, where the first dfn environment is labeled at the very beginning of its body and the second one is labeled at the bottom of its body.

On the other hand, a theorem-like environment can be provided a title also. It is to be provided after \begin{ } as an optional argument in [ ] or explicitly in { }. Both the styles are shown in the two dfn environments in Table 13.7. Notice that, in the case of the optional argument, the title is printed in a pair of parentheses.

Further, it may be noticed in Table 13.7 that the contents of a theorem-like environment is printed in a new paragraph. Before defining such an environment through \newtheorem{ }{ }[ ] (refer Table 13.6), its style can be controlled using the \theoremstyle{ } command defined in the amsthm package, e.g., \theoremstyle{break} for starting in a new line, or \theoremstyle{plain} for continuing in the same line. The amsthm package also defines the starred form of \newtheorem{ }{ }, i.e., \newtheorem*{ }{ } (without any optional argument), for producing unnumbered theorem-like environments. The \newtheorem*{ }{ } command may be useful for defining an environment which will be created one time only. It may also be useful if an environment is to be identified by a particular name rather than by a serial number, e.g., the definition of ‘Center of Gravity’ as shown in Table 13.7.

13.3.4 Floating Environments for Textual Materials$$^*$$

Materials of some items, like a table or figure, are not desired to be split over pages. If the remaining blank space on the current page is not sufficient to fit such an item, LaTeX floats (shifts) it to a convenient place, such as the top or bottom of the current page or even on the next page. However, textual materials, like algorithms and computer programs (codings), are split over pages to avoid partially filled pages. Such materials can also be forced through a floating environment to appear together on a single page. For tables and figures, LaTeX provides two standard floating environments, namely table and figure respectively, which are discussed in Hours 7–10. Similar floating environments may be defined for textual materials also.

The float package provides the \newfloat{ }{ }{ }[ ] command for defining a new floating environment in the preamble as \newfloat { afloat } { vpos } { extn } [ unit ], where mandatory afloat is the name of the floating environment to be defined (e.g., algorithm or program), vpos is its vertical positioning (h, b or t, or a combination of them), extn is the extension of the auxiliary file for storing the captions of the floats (say, flt), and optional unit is to specify how the float will be numbered (e.g., section for section-wise numbering, or chapter for chapter-wise numbering). Some provisions are also available with floating environments, which are the following:

1.

By default the first argument of \newfloat{ }{ }{ }[ ] becomes the label-word for the caption of the defined float. It can be altered using \floatname { afloat } { clabel } (after \newfloat{ }{ }{ }[ ]) for labeling the caption of the afloat environment by clabel.

2.

The \floatstyle{ } command can be used before \newfloat{ }{ }{ }[ ] for defining the style of a float. The permissible styles (i.e., the argument of \floatstyle{ }) are plain , boxed and ruled . The plain style prints the caption below the float regardless the position of the \caption{ } command in the floating environment. The boxed-style produces the float in a box and prints the caption below the box. On the other hand, the ruled-style prints the caption above the float and also puts it between two horizontal lines. Moreover, another horizontal line is produced below the float.

3.

By default a maximum of three floats are permitted on a single page. The number can be changed by redefining the counter totalnumber through the \setcounter{ }{ } command, e.g., \setcounter{totalnumber} { 10 } for allowing a maximum of 10 floats on a single page, if the available space of a page is sufficient for that. This counter is equally applicable to the standard table and figure floating environments.

4.

Analogous to the \listoftables and \listoffigures commands used for producing lists of tables and figures respectively (§16.​1 discusses in detail), the \listof{ }{ } command can be used for producing the list of floats of a given type, e.g., \listof { program } { List of Computer Programs } will produce a list of program-type floats under the heading ‘List of Computer Programs’.

Table 13.8 on the next page shows the process for defining and applying two new user-defined floating environments, namely algorithm and program, for presenting algorithms and computer programs, respectively. Through the \floatstyle{ }, \newfloat{ }{ }{ }[ ], and \floatname{ }{ } commands (in order), the ruled-style algorithm

Table 13.8

Floats for presenting algorithms and computer programs

environment is defined with labeling its captions by Algorithm and storing them in an auxiliary file of alg extension. Similarly, the boxed-style program environment is defined with labeling its captions by Program and storing them in an auxiliary file of prg extension. Both the environments are opted to be numbered section-wise, and positioned here (h), bottom of the page (b) or top of the next page (t) as per the situation at hand. Then the applications of the environments are shown in the body of the LaTeX input file. The computer coding in the program environment is inserted through the verbatim environment for printing the contents, as inserted, ignoring the LaTeX mode (§18.​5 discusses verbatim texts in detail). Note that, as shown in Table 13.8, a float environment can also be labeled and referred like any other environment.

13.4 Redefining Existing Environments$$^*$$

It is stated in §13.3 that a new environment can be defined in terms of an existing environment for obtaining its contents in a slightly modified pattern. Instead of creating a new environment, an existing environment can also be redefined for modifying its effect. However, redefinition of an existing environment will change its effect in the entire document. Hence, instead of redefining an existing environment, a new one should be defined, if changes are required only in certain portions of a document.

Similar to defining a new environment, an existing environment is redefined through the \renewenvironment { nenv } { cstart } { cend } command, where nenv is the name of the existing environment which is to be redefined, and cstart and cend are, respectively, the new commands for starting and ending the environment. Consider an example that a nested list of unnumbered items is to be prepared by eliminating inter-item spacing as well as emphasizing the items of every alternate loop. This can be done by redefining the itemize environment as shown in Table 13.9 by reproducing

Table 13.9

Redefining the unnumbered listing environment itemize

the list given in Table 6.​7. In this example, the itemize environment is redefined as the compactitem environment, which is defined in the paralist package. Further, the \em command is used in the redefinition of itemize for obtaining emphasized texts.

Footnotes

1

A new short command can defined to represent conveniently a long command or a combination of commands or even a piece of texts, if it is to be used repeatedly in a document.

2

Only one optional argument is permitted to a user-defined new command.

3

An existing command can be redefined to alter its default style.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_14

Hour 14

14. Bibliography with LaTeX

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

The provision for labeling and referring various numbered materials, like sectional units, environments, foot notes, enumerated items, page numbers, etc., is discussed in the previous relevant Hours. Apart from that, LaTeX can generate very elegant bibliographic references on its own. A list of bibliographic references is generated either directly entering the detail of the references (i.e., the publications or documents to be cited) in the LaTeX input file, or combining LaTeX with its companion program BibTeX. The former provision is discussed in this Hour (the latter is discussed in Hour 15).

14.1 Preparation of Bibliographic Reference Database

The bibliographic reference list with LaTeX  is generated through the thebibliography environment (generally at the end, just before \end{document}). The entry of a reference under the thebibliography environment consists of two mandatory parts – (1) a user-defined unique citation key, which can be used for citing the reference, and (2) detail of the reference like author, title, journal, volume, pages, etc.

As shown in Table 14.1 on the next page, the citation key of a reference, along with an optional identifier, is inserted through the \bibitem[ ]{ } command as \bibitem [ ident ] { ckey }, where ident is the identifier and ckey is the citation key of the reference (without the optional argument of \bibitem[ ]{ }, i.e., in the \bibitem{ } form, references are listed by their serial numbers in Arabic numerals in square brackets). The detail of the reference may be inserted as plain texts or each piece of information through a separate \newblock command. Since the thebibliography environment processes the details of a reference in simple text-mode without any formatting provision, it is to be instructed explicitly by a user, e.g., ‘\newblock { \em Introduction to Optimum Design }’ for producing ‘Introduction to Optimum Design’, or ‘\newblock The $\epsilon$ -constraint approach’ for producing ‘The $$\epsilon $$-constraint approach’.

The thebibliography environment takes a mandatory argument to specify the number of starting spaces (columns) to be reserved for printing the serial numbers or identifiers of the references. For example, 4 number of 0’s are used in \begin{thebibliography} { 0000 } in Table 14.1 for reserving the first four columns for

Table 14.1

Bibliographic references through the thebibliography environment

that purpose (other digits or letters can also be used for reserving columns). In the case of identifiers, the longest identifier of all the references is usually used as the argument of \begin{thebibliography}{ }. Similarly, the serial number of the last reference may be used as the argument of \begin{thebibliography}{ } in the numbering system.

If the same references are to be included in different documents, those can be stored in a separate file as the database, instead of coding them in every document. In that case, just the name of the reference database file is to be included in a document, using the \input{ } command, for reading the references stored in it. Such a sample reference database file prepared in the thebibliography environment, named as mybib.bib (a reference database file is written with bib extension), is shown in the left column of Table 14.2 on the following page and its inclusion in a LaTeX input file is shown in the right column. Note that the entry under a \newblock command can be split into multiple lines (all texts prior to a \newblock command are considered under the previous \newblock command).

14.2 Citing Bibliographic References

In the contents of a LaTeX input file, a reference is cited through the \cite { ckey } command, where ckey is the unique citation key of the reference (the \bibitem[ ]{ } and \cite{ } commands work much like the \label{ } and \ref{ } commands discussed in earlier Hours).

Table 14.2

Bibliographic reference database compatible to the thebibliography environment

As shown in Table 14.3, references are listed in the output under the heading ‘References’ (the heading in the document-class of article is ‘References’, while it is ‘Bibliography’ in the document-class of book and report). Each reference is marked either by a serial number in Arabic numeral or by its optional identifier, if any, e.g., [1] and [2001] in Table 14.3. Accordingly, the references are cited in the output either by their serial numbers or identifiers (both the options are shown in the same document of Table 14.3 for illustrative purpose only).

Table 14.3

Citing bibliographic references of the thebibliography environment

A reference can be cited with an optional note also, for which the \cite[ ]{ } command is to be used as \cite [ anote ] { ckey } , where anote is the optional note and ckey is the mandatory citation key. For example, \cite [ pages 43--47 ] { Datta15 } will produce, say [25, pages 43–47].

In many applications, citation markings may need to be superscribed (i.e., to be put as superscripts), instead of putting in the same line with texts. For this, simply the overcite package may be loaded in the preamble, which will automatically produce superscribed citations without requiring any more change¹. However, no note can be put with a superscribed citation, i.e., \cite[ ]{ } command will not work properly in the presence of the overcite package.

14.3 Compiling thebibliography Based LaTeX Input File

If the bibliography is generated through the thebibliography environment, the compilation of the LaTeX input file is to be changed from that addressed in §1.​4. In this case, it is to be compiled twice using the following two lines of commands:

$ latex myarticle

$ latex myarticle

where ‘myarticle’ is the name of the LaTeX input file with ‘tex’ extension. The second ‘latex’ command links the generated bibliographic references with LaTeX. The above two lines of commands will produce three files, namely myarticle.aux, myarticle.log and myarticle.dvi (§20.​4.​1 discusses in further detail). As mentioned in §1.​4, the ‘myarticle.dvi’ file can be viewed in a document viewer or can be used to produce a ‘.ps’ or a ‘.pdf’ file.

Footnotes

1

If the bibliographic reference list is produced through the thebibliography environment, superscribed citations of the references can be obtained just upon loading the overcite package.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_15

Hour 15

15. Bibliography with the BIBTeX Program

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

The thebibliography environment discussed in Hour 14 cannot differentiate the types of references, i.e., whether an article or a book. Moreover, even if not cited, all the references inserted in the environment are printed in the output of a document. It has a drawback, particularly when references are to be included from a separate database file (refer Table 14.​2). A separate bibliographic database file is usually prepared so that it can be used in more than one document. However, all the references, stored in a database file, may not be required in a particular document. In that case, the environment fails to print only the selective references from such a database file.

The above drawbacks of the thebibliography environment can be overcome in the Bib TeX program, which prints a reference only if it is cited somewhere in the document. Moreover, the BibTeX program follows certain structures for different types of references. It is stated in §14.​1 that the thebibliography environment processes the entry of a reference without any formatting provision, which is to be set manually by a user. In fact, the BibTeX program also internally prepares the list of references in the thebibliography environment only, but automatically follows some predefined structures according to the chosen bibliography style discussed in §15.2.

15.1 Preparation of BIBTeX Compatible Reference Database

The entry of a reference in the BibTeX program consists of three mandatory parts – (1) type of the reference, (2) a user-defined citation key which can be used for citing the reference, and (3) detail of the reference.

As shown in Table 15.1 on the next page, there are around 14 types of defined references, which are article (articles in journals or magazines), book (books), booklet (booklet type references), inbook (chapters or parts of books), incollection (parts of a book with separate titles), inproceedings (articles in conference proceedings), conference (articles in conference proceedings), manual (technical documentations), mastersthesis (Master degree theses), phdthesis (Ph.D theses),

Table 15.1

Types and fields of references under the BibTeX program

misc (uncommon references), proceedings (proceedings of an event), techreport (technical reports or working papers), and unpublished (unpublished references). The reference-type commands are preceded by @ and they take a mandatory argument, e.g., @article { ckey, rf1, rf2,...}, where ckey is the citation key of a reference, and rf1, rf2, etc., are some mandatory and optional fields detailing the reference .

As shown in Table 15.1, a reference-type command takes some fields (out of around 21 commonly used reference fields), which are address, author, booktitle, chapter, edition, editor, howpublished, institution, journal, month, note, number, organization, pages, publisher, school, series, title, type, volume, and year. These fields can be entered in any order, which will be arranged automatically according to the chosen bibliography style as stated in §15.2. There is no harm if an extra field is inserted or an acceptable field is left blank. A redundant field or a field with no data is automatically skipped by the bibTeX program¹.

Data of all the fields of a reference-type command are processed in text-mode. Hence, accented and special characters are to be put in proper way, e.g., ‘Jos \’ e’ for producing ‘José’ or ‘Hungerl $\ddot{\mathrm { a } } $ nder’ for producing ‘Hungerl $$\ddot{\mathtt{a}}$$ nder’. Data of a field can be inserted either in a pair of quotes or curly braces, e.g., title= ” A Practical Guide to \LaTeX ” or title= { A Practical Guide to \LaTeX }. Further processes for entering data in the argument of a reference-type command are explained below:

Citation key: There is no format for a citation key, it can be a combination of any number of alphabets and numerals as well as some signs (like ‘$$+$$’, ‘−’, and ‘:’) without any gap between two characters, e.g., Even-etal-1976 or Even+:1976.

address: It could be the city or country of a publisher, venue of a conference, address of an institution or school, or URL of a webpage. A URL may be inserted through the \url{ } command defined in the url package.

author : The exact printing format of authors is decided by the chosen bibliography style as discussed in §15.2 and §15.3. In the reference database file, however, the names of all the authors may be inserted consistently or exactly as they appeared in the original individual documents to be referred. BibTeX processes the name of an author in two parts only, the given name (first name) and the surname (family name). Hence, the following points may be noted:

1.

In the case of all words capitalized, the last word is treated as the surname and rest as the given name, e.g., in ‘Krishna Prasad Rama Murthy’, ‘Murthy’ will be treated as the surname and ‘Krishna Prasad Rama’ as the given name.

2.

In the presence of any noncapitalized word, however, all the remaining words starting from the first noncapitalized one are treated as the surname and rest as the first name, e.g., in ‘Robert von der Smith’, ‘von der Smith’ will be treated as the surname and ‘Robert’ as the given name. Similarly, the entire name ‘von der Smith Robert’ will be treated as the surname without a given name.

3.

If a surname contains multiple words, those may be inserted either in curly braces or at the starting with a comma, e.g., ‘Pedro Jose { Steiner Neto }’ or ‘Steiner Neto, Pedro Jose’ so as to treat ‘Steiner Neto’ as the surname and ‘Pedro Jose’ as the given name.

4.

Some names contain words, like ‘Jr.’ or ‘Junior’, at the end preceded by comma, e.g., ‘John Morton, Jr.’ or ‘Osiris Detro, Junior’. Such names also may be produced as having multi-word surnames stated above, e.g., ‘Osiris { Detro, Junior }’ or ‘Detro, Junior, Osiris’ to represent ‘Osiris Detro, Junior’.

5.

Some references may not contain name of any person, but the name of a company or an agency, e.g., ‘John Wiley & Sons, Inc.’ or ‘Brahmaputra Pvt. Ltd.’. Such names may be produced by inserting them in curly braces, e.g., ‘{ John Wiley \ & Sons, Inc. }’ or ‘{ Brahmaputra Pvt. Ltd. }’.

6.

In the case of a multi-author reference, the names of every two authors are to be separated by the word ‘and’ without enclosing it in curly braces in any case stated above, e.g., two authors as ‘Dilip Datta and Pankaj Kumar Nath’, three authors as ‘Dilip Datta and Pankaj Kumar Nath and Saptarshi Dutta’, and so on. Note that the names of two authors should not be separated by a comma (as generally done). In that case, instead of two authors, they will be treated as a single author with the first author as the surname and the second author as the given name, e.g., ‘Dilip Datta, Pankaj Kumar Nath’ will be treated as a single author with ‘Dilip Datta’ as the surname and ‘Pankaj Kumar Nath’ as the given name.

7.

If a long list is to be truncated with the name(s) of the first or few author(s), ‘and others’, may be added after that(those) name(s), which will be converted to ‘et al.’.

booktitle: Title of the book or proceedings, in which the referred article was published.

chapter: Serial number of the referred unit, like chapter, section, or part of a book.

edition: Edition of a book or a manual, e.g., ‘Second’ or ‘2nd’.

editor: Names of the editors, to be inserted in the same way as author.

howpublished: Type of publication in the case of a manual or miscellaneous reference.

institution: Name of the Institute, which published the referred report.

journal: Name of the journal, in which the referred article was published.

month: Month of publication, e.g., ‘Jan.’ or ‘January’.

note: A short note on the referred document, e.g., the abstract of an article.

number: Serial number of the journal, magazine, proceedings, or technical report.

organization: Name of the organization, which organized or sponsored the event.

pages : Serial numbers of the referred pages, e.g., a single page as ‘70’, a range of pages as ‘24 - - 35’, selective nonconsecutive pages as ‘18, 25, 32’, or not very clear pages as ‘57+’.

publisher: Name of the publisher.

school: Name of the Institute, in which the referred thesis was submitted.

series: Name of the series of a book or a proceedings (in addition to the title of the referred article), e.g., ‘Studies in Computational Intelligence’ or ‘Lecture Notes in Computer Science’.

title : Title of the reference. In title, all the intermediate alphabets in the title of a reference are printed in lowercase. In order to protect, intermediate uppercase alphabets of a title, or the entire title, may be put in a separate pair of curly braces, e.g., title= { A { P } ractical { G } uide to \LaTeX }, title= { { A Practical Guide to \LaTeX } }, title= ” A { P } ractical { G } uide to \LaTeX ”, or title= ” { A Practical Guide to \LaTeX } ”.

type: Type of the reference, e.g., ‘Ph.D thesis’, or ‘Chapter’ or ‘Section’ in the case of a book, and ‘Research work’ in the case of a Technical report.

volume: Volume number of the journal, proceedings, or multi-volume book.

year: Year of publication, e.g., 2016.

According to above, an illustrative bibliographic reference database file is shown in Table 15.2. Note that the first entry in the argument of a reference-type

Table 15.2

BibTeX program compatible bibliographic reference database

command is the mandatory citation key of a reference (e.g., Datta-Figueira-2013 or Deb-2001), followed by the reference-specific mandatory and optional fields detailing the reference (like author, title, and year). In a reference-type command, two fields including the citation key are separated by a comma.

15.2 Standard Bibliographic Styles of LaTeX

The formatting of the list of bibliographic references in the BibTeX program is controlled by an associated bibliographic style. There exist a number of standard and alternative bibliographic styles of LaTeX, some of which are shown in Table 15.3 .

Table 15.3

Some standard bibliographic styles of LaTeX

The style of bibliography is defined through the \bibliographystyle { astyle } command, where astyle is a bibliography style as given in Table 15.3. It is followed by the \bibliography { dbib } command, where dbib is the name of the bibliography database file without its .bib extension (multiple database files can also be loaded as \bibliography { dbib1, dbib2,...}). For example, following are the required commands to load the bibliography database file ‘mybib2.bib’ of Table 15.2 in plain style:

               \bibliographystyle{plain}

               \bibliography { mybib2 }

Under all the bibliography styles given in Table 15.3, a reference is cited through the \cite { ckey } command, where ckey is the citation key of the reference. Multiple references can also be cited through a single \cite{ } command separating two citation keys by a comma², e.g., \cite { Datta-1998, Even-etal-1976 }. Citations are marked in the contents of a document by the identifiers of the cited references, e.g., [1], [2], ..., or [Deb01], [DF13], ..., or [Datta and Figueira, 2013], [Deb, 2001], ..., as shown in Table 15.3.

Only those references, cited in the document, are printed in the bibliographic reference list under the heading ‘References’. If a reference is to be printed in the bibliography list without citing it in the document, the \nocite{ } command may be used somewhere in the document, e.g., \nocite { Datta-1998 } for printing the reference under the citation key ‘Datta-1998’ without citing it in the document. On the other hand, the \nocite{*} command may be used for listing all the references of a database file without citing even a single one.

15.3 Use of the natbib Package

It maybe noticed in §15.2 that each reference under the standard LaTeX bibliographic styles is listed and cited with an identifier, like [1], [DF13], or [Deb, 2001]. In many applications, however, it may be preferred to cite a reference in author-year mode, like ‘Datta and Figueira (2013)’ or ‘(Deb, 2001)’. In such cases, the natbib package may be used, so as to list the references without any identifier and cite them in author-year mode. For this purpose, the natbib package provides its own bibliographic styles, such as plainnat , unsrtnat and abbrvnat , which are natbib-compatible versions of the standard LaTeX styles plain, unsrt, and abbrv, respectively. The functions of the bibliographic styles, defined in the natbib package, are explained in Table 15.4 on the next page.

Note that the abbrvnat style lists an author as the abbreviated given name, followed by the surname. Some applications, however, may prefer to print the surname first, followed by the abbreviated given name, as done by the standard LaTeX style apalike. For such output, the apalike style maybe used under the natbib package, in which case the references will be listed as shown in Table 15.3 but without any identifier.

Table 15.4

Some bibliographic styles defined in the natbib package

Not only own bibliographic styles, the natbib package provides its own citation commands also for marking citations in different formats, such as \citet{ } , \citep{ } , \citeauthor{ } , \citeyear{ } , \citeyearpar{ } , \citealt{ } , and \citealp{ } (the \cite{ } command is still applicable, which would be equivalent to \citet{ }). Upon loading the package with the round option as \usepackage[round]{natbib}, the behaviors of these citation commands are shown in Table 15.5 with self-explanatory applications. It is to be

Table 15.5

Citation commands provided under the natbib package

mentioned that as in \cite{ } stated in §15.2, multiple references may be cited through any of the commands of Table 15.4 also, e.g., \citet { ddf08, deb01 } or \citep { ddf08, deb01 }.

The patterns of citation markings under the natbib package can be altered by using different options to \usepackage[ ]{ }. Some of such options are given in Table 15.6 on the next page. Provision is also there for obtaining combined effect using multiple options, separating two options by a comma, e.g., for obtaining compressed numbered citations in curly braces, the natbib package is to be loaded as \usepackage[curly, numbers, sort&compress]{natbib}. It is to be mentioned that, if the numbers option is used, the references will be listed by numbers .

Table 15.6

Citation patterns under the natbib package

15.4 Compiling BIBTeX based LaTeX Input File

If the bibliography is generated through the BibTeX program, the compilation of the LaTeX file is to be changed from that addressed in §14.​3. In this case, it is to be compiled by using the following four lines of commands:

               $ latex myarticle

               $ bibtex myarticle

               $ latex myarticle

               $ latex myarticle

where ‘myarticle’ is the name of the LaTeX input file with ‘tex’ extension. The ‘bibtex’ command compiles the bibliography file included in myarticle.tex. The last two ‘latex’ commands link the BibTeX generated bibliographic references with LaTeX. The above four lines of commands will produce five files, namely myarticle.aux, myarticle.log, myarticle.dvi, myarticle.bbl, and myarticle.blg (§20.​4.​1 discusses in detail). As mentioned in §1.​4, the ‘myarticle.dvi’ file can be viewed in a document viewer or can be used to produce a ‘.ps’ or ‘.pdf’ file.

15.5 Editing the .bbl File$$^*$$

As stated at the beginning of this Hour that the BibTeX program internally prepares the list of references in the thebibliography environment, it is stored in a .bbl file (refer §15.4). If the BibTeX generated bibliographic reference list is not satisfactory, the required changes can be made in the .bbl file. For this, the following four steps are to be followed:

1.

Save the .bbl file with another name, e.g., edbbl.bib. The change of name is necessary, otherwise the previous .bbl file (i.e., the edited .bbl file) will be overwritten by the new one if recompiled using the commands stated in §15.4.

2.

Make the necessary changes in the edbbl.bib file according to the instructions addressed in §14.​1 for preparing the database under the thebibliography environment.

3.

In the LaTeX input file, replace the \bibliographystyle{ } and \bibliography{ } commands by the \input { edbbl.bib } command (note that, as stated in §15.2, the original bibliographic database file is linked in the LaTeX input file through \bibliographystyle{ } and \bibliography{ }). Some publishers may ask to put the bibliographic references in the LaTeX input file itself, instead of putting in a separate file. In that case, instead of the \input { edbbl.bib } command, the contents of the edbbl.bib file may simply be copied and pasted in that location.

4.

Recompile the LaTeX input file as stated in §14.​3 or §15.4 on the previous page.

15.6 Multiple Bibliographies$$^*$$

In a document, in which different units (like chapters of a book, or sections of an article) are prepared in separate .tex files and then included in a root file using the \include{ } command (§20.​2 discusses in detail), unit-wise separate bibliographic reference lists can be produced with the support of the chapterbib package. This provision may be required specially in edited books or conference proceedings, which contain units written by different authors. All the bibliographic styles and citation commands discussed above, as well as in Hour 14, are still applicable. Additionally, the following jobs will be required:

1.

Load the chapterbib package in the preamble.

2.

At the end of each unit file, insert the required bibliographic reference database, as follows, either in the thebibliography environment as stated in Hour 14 or through the \bibliographystyle{ } and \bibliography{ } commands as stated in §15.2.

               1. \begingroup

               2. \let\clearpage\relax

               3. \renewcommand{\bibname} { References }

               4. \vskip 5mm

               5. Either \begin{thebibliography}{ } ... \end{thebibliography}

                   or  \bibliographystyle{ } \bibliography{ }, as applicable

               6. \endgroup

In order to implement the optional local effects of lines 2–4 (particularly under some document-classes, like book or report), the commands are grouped by the \begingroup and \endgroup commands in lines 1 and 6, respectively. The set of commands in line 2 removes intermediate blank pages, if any, and starts the bibliographic reference list on the same page with the contents of the unit. The command in line 3 is to produce the bibliographic list under the heading ‘References’, while the command in line 4 is to maintain some vertical blank space (manually set) on the top of the heading ‘References’. Finally, the mandatory thebibliography environment or the set of \bibliographystyle{ } and \bibliography{ } commands is to insert the required bibliographic reference database.

3.

Compile the files according to §14.​3 if the reference database is inserted in the thebibliography environment, while according to §15.4 if it is produced through BibTeX. In the case of BibTeX, each unit file is to be compiled with a separate bibtex command. As an example, consider that two unit files, myunit1.tex and myunit2.tex, are included in the root file mydoc.tex. Then these are to be compiled through the following five lines of commands:

               $ latex mydoc

               $ bibtex myunit1

               $ bibtex myunit2

               $ latex mydoc

               $ latex mydoc

Footnotes

1

A redundant or empty field, as well as listing of non-cited documents, is automatically skipped by bibTeX.

2

Multiple references can be cited through a single \cite{ } separating two citation keys by a comma.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_16

Hour 16

16. Lists of Contents and Index

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

Lists of contents and index are generally prepared in a big document, such as a book or a report. The lists of contents are prepared at the beginning of a book showing page-wise headings of various topics and captions of tables and figures, while the index prepared at the end shows the page numbers of topic-related various terms covered in the book.

16.1 Lists of Contents

LaTeX provides the \tableofcontents , \listoftables and \listoffigures commands for automatic generation of three lists in a document, which are contents of sectional units, contents of tables, and contents of figures, respectively. These three lists are produced under the headings of ‘Contents’, ‘List of Tables’, and ‘List of Figures’, respectively. The \tableofcontents, \listoftables, and \listoffigures commands are to be placed in their proper locations in the document environment, generally in between the front matter and main matter of a document (detail is in §20.​1).

16.1.1 Information to the Lists of Contents

Contents of the list of ‘Contents’ are the arguments of various sectional commands (like \chapter{ }, \section{ }, etc.), while those of ‘List of Tables’ and ‘List of Figures’ are the arguments of the \caption{ } command used in different tables and figures, respectively.

Numbered sectional and captioned items, like \section{ } or \caption{ }, are automatically included in the respective lists of contents using their arguments. If it happens that the mandatory argument of a command is too long to include in its list of contents, provision is there for printing a shorter information in the list. This is done through the optional argument of a sectional or caption command, like \chapter[ ]{ } , \section[ ]{ } or \caption[ ]{ } ¹. For example, if the caption of a table is written as \caption [ caplot ] { captab }, then the table in its position will be captioned with the mandatory captab, while it will be included in the ‘List of Tables’ with the optional caplot (in the absence of the optional caplot, however, it will be listed with the mandatory captab). Such examples can be found in many sectional units, tables, and figures of this book.

On the other hand, unnumbered sectional and captioned items, i.e., an item with the starred form of a command, like \section*{ } or \caption*{ }, are excluded from a list of contents. Such an item, however, can be included in a list of contents through the \addcontentsline{ }{ }{ } command as \addcontentsline { alist }{ atype }{ info }, where alist is the list of contents in which the item is to be included (toc for ‘Table of Contents’, lot for ‘List of Tables’ and lof for ‘List of figures’), atype is the type of the item (e.g., chapter, table, or figure), and info is the information to be entered in the list of contents. For example, the Preface of a book is usually written through the \chapter*{ } command as a chapter without any serial number, which can be included in the list of ‘Contents’ by inserting the \addcontentsline{toc}{chapter}{ Preface } command just before the inclusion of the input file containing the Preface of the book (refer §20.​2 for detail). Similarly, as done in this book, the unnumbered lists generated by the \tableofcontents, \listoftables, and \listoffigures commands can be included in the list of ‘Contents’ through the \addcontentsline{toc}{chapter}{ } command with the last argument as the heading to be entered in the list of ‘Contents’ (detail is in §20.​2). Any fragile command in the last argument of \addcontentsline{ }{ }{ } should be protected through the \protect command (§18.​6 discusses fragile commands).

If an item, included in a list of contents through \addcontentsline{ }{ }{ } as above, is shown on a wrong page in the list of contents (usually the previous page of its actual occurrence), \phantomsection command defined in the hyperref package may be added before \addcontentsline{ }{ }{ }, e.g., \phantomsection \addcontentsline{toc}{chapter}{ Preface }. In the case of two such consecutive items, the former item may need to be ended additionally by \clearpage.

16.1.2 Formatting Lists of Contents$$^*$$

Some provisions for altering the default formatting of the lists of contents:

1.

The headings produced by \tableofcontents , \listoftables , and \listoffigures can be changed by redefining, respectively, the \contentsname , \listtablename , and \listfigurename commands through the \renewcommand{ }{ } command as discussed in §13.​2, e.g., ‘\renewcommand{\contentsname}{ List of Contents }’ will replace the default heading ‘Contents’ of \tableofcontents with ‘List of Contents’.

2.

By default all the numbered sectional units are listed in the Contents of a document. This may increase the size of the Contents, particularly when the depth of sectional units is increased as mentioned in §4.​1. In that case also, however, the size of the Contents can be controlled by suppressing some lower level of sectional units. This suppression is accomplished through the tocdepth counter. For example, \setcounter{tocdepth} { 2 } (in the preamble) will restrict the list of Contents of a document only up to the third level of sectional units, e.g., \part{ }, \chapter{ }, and \section{ } in the case of a book divided into parts, or \chapter{ }, \section{ }, and \subsection{ } in a book without any part. Similar to tocdepth, the levels of depth to be incorporated in the List of Tables and List of Figures can be increased or decreased by changing the values of lotdepth and lofdepth , respectively.

3.

Notice in the lists of contents on pages (ix)–(xxvii) of this book that the gap between an entry and its page number is filled by dots. The gap between two dots can be adjusted by redefining the value of the \@dotsep command, e.g., \renewcommand{\@dotsep}{ 3.5 }. A very large value may be assigned to \@dotsep if dots are not required at all, e.g., \renewcommand{\@dotsep}{ 500 } will eliminate the dots in the lists of contents of this book.

4.

Notice on pages (ix)–(xxvii) of this book that the page numbering column in each of the Contents, List of Tables, and List of Figures has the heading of ‘Page’. It is not default, but produced using the \addtocontents{ alist }{ \hfill Page \par} command three times with values of alist as toc, lot, and lof, respectively. The commands are inserted at the start of the document environment, before inserting any unit that will be included in the lists of contents.

5.

Further notice in the List of Tables and List of Figures on pages (xvii)–(xxvii) of this book that the entries (i.e., captions) of each Hour is preceded by the corresponding Hour heading. It is also not default, but produced by inserting \addcontentsline{lot}{chapter}{\thechapter\  atitle } and \addcontentsline{lof} {chapter}{\thechapter\ atitle } just after the \chapter{ } command of each applicable Hour, where atitle is the heading of the Hour.

6.

By default the appendices in the list of Contents are marked by uppercase alphabets, like A, B, etc. However, the only appendix of this book is marked as ‘Appendix A’, i.e., ‘A’ is preceded by the word ‘Appendix’. This is obtained by including the appendix file in the root file (Table 20.​5 discusses in detail) through the appendices environment as follows:

\begin{appendices}

\renewcommand{\chaptername}{ Appendix }

\include{ appsymb }

\end{appendices}

Since the appendix file (named as appsymb.tex) is prepared under the \chapter{ } command, the \chaptername command is renamed as ‘Appendix’ before including the appendix file. The appendices environment is defined in the appendix package, which is loaded in the preamble as \usepackage[titletoc]{appendix} instructing through the titletoc option to put the title of the appendix in the list of Contents.

16.1.3 Multiple Lists of Contents$$^*$$

Sometime the list of Contents in a book may need to be generated chapter-wise , instead of a single global one or in addition to that. This may be required particularly in an edited book or a conference proceedings, where its chapters are written by different authors. Such chapter-wise lists of Contents are generated through the minitoc package.

A sample LaTeX input file for an edited book with chapter-wise lists of Contents is shown in Table 16.1 along with its output in Table 16.2 on the next page.

Table 16.1

Book with chapter-wise lists of Contents

Table 16.2

Book with chapter-wise lists of Contents (output of the input file of Table 16.1)

The \setcounter{tocdepth}{ 0 } command is used in the LaTeX input file of Table 16.1 for producing a global list of Contents only with the chapter headings of the book. On the other hand, the \setcounter{minitocdepth}{ 2 } command will generate a list of Contents for a chapter covering up to the second level of sectional units, i.e., up to the \section{ } and \subsection{ } commands. The \dominitoc command, used immediately after starting the document environment, is a mandatory command for initializing the minitoc system. The next command is \tableofcontents for producing the global list of Contents. If the global list of Contents is not to be produced, the \tableofcontents command should be replaced by the \faketableofcontents command, which is shown commented in Table 16.1. Then the actual contents of the book is inserted as usual, with the only difference that each \chapter{ } command is followed by the \minitoc command for producing a list of Contents for that chapter. Since the example is for an edited book, whose chapters are usually written by different authors, the author of each chapter is inserted through the flushright environment between its \chapter{ } and \minitoc commands. Moreover, the name of the author is also included in the optional argument of the \chapter[ ]{ } command for printing it in the global list of Contents, if it is opted.

16.1.4 Compiling LaTeX Input File Having Lists of Contents

A LaTeX input file, which is to produce lists of contents also, is to be compiled twice through the latex command as stated in §14.​3. The first latex command compiles the LaTeX input file and generates some additional files related to the lists of contents, while the second latex command links the generated lists of contents with LaTeX. If only the global lists of contents are to be produced, the compilation generates four files with dvi, aux, log, and toc extensions. The compilation of the minitoc system generates some more files, one with bmt extension, one with mtc extension, and one with mtc<N> extension against each chapter, where <N> is the serial number of a chapter.

16.2 Making Index

The LaTeX command for indexing a term is \index{ } , which is defined in the makeidx package. The index of a document is always produced on a new page under the heading ‘Index’. In order to produce the index in the output, besides loading the makeidx package, the \makeindex and \printindex commands are also required to be inserted in the LaTeX input file. The \makeindex command is inserted in the preamble (after all the \usepackage{ } commands) instructing to prepare index, while \printindex is inserted in the body of the document (usually just before the \end{document} command) for producing the index in the output (refer Table 16.3 on the next page). A term in the index list in the output is followed by the page number of the document on which the term appears.

Table 16.3

Document having index

16.2.1 Indexing Terms

The term to be indexed is immediately followed by the \index{ } command with the term or its required form as the argument of the command. In order to avoid access blank space in the output, there should not be any gap between the term to be indexed and the \index{ } command, e.g., ‘composite \index{ Composite }’ for indexing the word ‘composite’ by its capitalized form ‘Composite’.

A maximum of three-tier index can be prepared using a ! sign before each sub-index. These are shown in Table 16.3 through \index{ Dynamics }, \index{ Dynamics ! Kinematics } and \index{ Dynamics ! Kinematics ! Motion } for indexing ‘Dynamics’ alone (first tier), ‘Kinematics’ under ‘Dynamics’ (second tier), and ‘Motion’ under ‘Kinematics’ which is again under ‘Dynamics’ (third tier), respectively (see their printing formats in Table 16.3).

An index can also be referred to another index using the see{ } or seealso{ } command, whose argument is the referred index. The see{ } command (used for Kinetics in Table 16.3) is preceded by a , while the seealso{ } command (used for Kinematics in Table 16.3) is preceded by ! . Note that the word ‘Kinetics’ is indexed twice, the first one is for putting the page number, and the second one is for referring it to the word ‘Kinematics’ through the seealso{ } command.

16.2.2 Some Guidelines on Indexing

The following are some guidelines to be obeyed while indexing a term:

1.

Special LaTeX characters, like #, $, %, or &, are to be indexed in the same way as they are produced in the body of a document, e.g., \index{\ $ } for indexing $.

2.

To index a character having a special meaning to \makeindex , such as !, ", @, or |, the character is to be preceded by ” in the argument of \index{ } ². For example, \index{” @article \{\}} for indexing @article{}, \index{” ! $” | $} for indexing !|, or \index{\verb ”" ”"} for indexing \verb" ".

3.

If the term to be produced in the index list is not exactly the same with the argument of \index{ } (i.e., if the indexed term is to be produced through another LaTeX command), the other command may be preceded by @ , e.g., \index{ Boldface @\textbf{ Boldface }} to index Boldface as Boldface, or \index{ sigma @$\sigma$} for indexing sigma as $$\sigma $$. Without @, the entry in the index list will be alphabetized wrongly, e.g., $$\sigma $$ as $\sigma$ in the previous example.

4.

To include a range of pages for an indexed term, the \index{ aterm |(} command is to be used at the beginning and \index{ aterm |)} at the end of the range, where aterm is the term to be indexed.

16.2.3 Compiling a LaTeX Input File Having Index

Like the bibtex command used for compiling a document with a BibTeX based bibliographic reference list (refer §15.​4), the makeindex command is required for compiling a document with an index list. In this case, a LaTeX file is to be compiled using the following four lines of commands:

$ latex myarticle

$ makeindex myarticle

$ latex myarticle

$ latex myarticle

where ‘myarticle’ is the LaTeX input file with ‘tex’ extension. The ‘makeindex’ command compiles the \index{ } commands included in myarticle.tex. The last two ‘latex’ commands link the generated list of index with LaTeX. The above four lines of commands will produce six files, namely myarticle.aux, myarticle.log, myarticle.dvi, myarticle.idx, myarticle.ilg, and myarticle.ind (§20.​4.​1 discusses in detail). Out of these six files, myarticle.dvi can be used for producing a ‘.ps’ or a ‘.pdf’ file as mentioned in §1.​4.

Footnotes

1

If the heading/title of a numbered unit (like \chapter{ }, \section{ }, or \caption{ }) is too long to include in lists of contents, a shorter heading/title can be generated through an optional argument of the command.

2

To index a character having a special meaning to \makeindex, such as !, ", @, or |, the character is to be preceded by ” in the argument of \index{ }.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_17

Hour 17

17. Miscellaneous I

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

Previous Hours were devoted on various issues related to the preparation of a general document. This Hour discusses about some special effects that can be produced in a document, such as important notes and equations in boxes, geometric transformation, etc.

17.1 Boxed Items

Important pieces of information can be produced in different types of boxes in order to make them prominent, which are discussed in this section.

17.1.1 Texts in Plain Boxes

Various commands for printing a single-line texts in a box include \frame{ } , \framebox{ } , \fbox{ } , \doublebox{ } , \ovalbox{ } , \Ovalbox{ } , \shadowbox{ } , \shabox{ } , etc. Details of these commands are shown in Table 17.1 on the next page, in which the types of boxes produced under different commands may be noticed. The commands of Table 17.1 can be used in running texts, e.g., \fbox { boxed note } prints in this line.

The width of lines and space for starting contents in the boxes produced by the commands of Table 17.1 (excluding \frame{ } and \shabox{ }) can be controlled by the \fboxrule{ } and \fboxsep{ } commands, e.g., \setlength{\fboxrule} { 2 pt } for producing a box of line width of 2 pt (default is 0.4 pt) and \setlength{\fboxsep} { 5 pt } for printing the contents at a distance of 5 pt (default is 3 pt) from all the lines of a box. Further, the commands of Table 17.1 can be nested for a combined effect, e.g., \fbox{\fbox { double boxes } } for producing .

Table 17.1

Single-line texts in boxes

Note that the arguments of the commands of Table 17.1 are printed in LR-mode (from left to right) in a single line, and the length of a box is calculated automatically according to the size of the argument of a command. If a box of a user-specified length or different alignments of the argument are required, the \framebox{ } command may be used with two optional arguments, i.e., as \framebox [ alen ] [ algn ] { acont } , where acont is the contents to be printed with algn alignment in the box of length alen. The available alignment options are l , c , r , and s , applied respectively for left-aligned, centered (default), right-aligned, and stretching full length of the box. For example, \framebox [ 8 cm ] [ r ] { Box of user-defined length and alignment } will print . Similar to \framebox[ ][ ]{ }, the \makebox [ alen ] [ algn ] { acont } command may also be used, in which however the box remains invisible. In a special application, particularly in the picture environment (refer §10.​5 for detail), \makebox[ ][ ]{ } may be applied with zero length for printing texts in a particular position. The command may also be used for printing overlapping texts, e.g., ‘\makebox [ 0 mm ] [ l ] {– – – – –} CUT’ will print , or \makebox [ 0 mm ] [ l ] {/} L will produce .

17.1.2 Texts in Color Boxes

The \colorbox { bcol } { atext } and \fcolorbox { brcol } { bcol } { atext } commands are defined in the color package for printing texts in colored boxes, where atext is the texts to be produced in the box, bcol is the background color of the box and brcol is the border color of the box. For example, \colorbox { black } { \textcolor { white } { White texts in black box } } and \fcolorbox { red } { black } { \textcolor { white } { White texts in black box with red border } } will produce, respectively, and .

The color package provides the \pagecolor{ } command also (e.g., \pagecolor { green }), which changes the background color of all the remaining pages of a document starting from the current page.

17.1.3 Mathematical Expressions in Boxes

The direct command for producing mathematical expressions in boxes is \boxed{ } defined in the amsmath package, whose argument is processed in math-mode as shown in the first example in Table 17.2. The commands of Table 17.1, as well as

Table 17.2

Equations in boxes

\colorbox{ }{ } and \fcolorbox{ }{ }{ }, can also be used for producing mathematical expressions in boxes. However, since the arguments of these commands are processed in text-mode, a mathematical expression is to be inserted in an inline math-mode (refer §11.​3 for detail), say in a pair of $ as shown in the second example in Table 17.2 for producing an equation through \shabox{ }. If the equation in a box is to be numbered (which can be referred also through a reference key), the \boxed{ } or \shabox{ } command may be put in the equation environment as shown in the third and fourth examples in Table 17.2.

17.1.4 Paragraphs in Boxes$$^*$$

One drawback with the commands of Table 17.1 is that the entire argument of a command is printed in a single line without any line break, even continuing beyond the width of a page. A new line or a line break command (\newline or \\) is also not accepted by these commands. Hence, a long piece of texts may be produced through the \parbox [ valgn ] { ahorz } { atext } command, which prints atext in an invisible box of ahorz length with optional valgn for vertical alignment, with proper line breaking if required. The permitted vertical alignments of the box of \parbox[ ]{ }{ } include t for top alignment, c  (default) for centered, and b for bottom alignment. In order to produce a visible box, \parbox[ ]{ }{ } may be put in a command given in Table 17.1.

Some applications of \parbox[ ]{ }{ } are shown in Table 17.3. Note that, if ahorz is not sufficient to hold a word, it may go even beyond the box produced by \parbox[ ]{ }{ }, which is demonstrated in the first example in Table 17.3. Hence, as shown in the second example, \hspace { 0 pt } is used before atext for automatic hyphenation of a long word to accommodate it within the box. The third example in Table 17.3 shows how a long atext is produced in a full-justified paragraph with automatic line break, while the fourth example shows that the manually set line break command ‘\\’ is also accepted by \parbox[ ]{ }{ }. Further, the optional vertical alignment of a box produced by \parbox[ ]{ }{ } may also be noticed in the third and fourth examples in Table 17.3 (top aligned in the third example and centered in the fourth example).

Table 17.3

Paragraphs in boxes through the \parbox[ ]{ }{ } command

17.1.5 Set of Items in a Box

It is discussed in §17.1.4 how a long item in a box can be printed in multiple lines in the form of a paragraph with automatic line breaking. However, that process cannot be applied conveniently for printing a set of items in a single box, like an array of equations or some pointed items. The simplest process for such a requirement is to use the boxedminipage environment defined in the boxedminipage package. It is similar with the minipage environment (refer §4.​4 for detail), with the only difference that the mini page under the boxedminipage environment is enclosed in a box.

Moreover, the commands of Table 17.1 accept some environments in their arguments, which also facilitate to print different items in individual lines in a single box.

Table 17.4

Array of equations in a box through the tabular environment in \shabox{ }

Table 17.4 shows an array of equations produced through a single-column tabular environment as the argument of \shabox{ }, which is put in the equation environment for assigning a serial number to the equations.

If the array of equations of Table 17.4 are to be aligned or numbered individually, the Beqnarray environment, defined in the fancybox package, may be used instead of the tabular environment. The Beqnarray is a math-mode environment and it is similar with the eqnarray environment, the only difference is that the former can be used as the argument of a command of Table 17.1 for producing an array of equations in a box. An application of the Beqnarray environment is shown in Table 17.5, where it is

Table 17.5

Array of equations in a box through the Beqnarray environment in \shabox{ }

applied as the argument of \shabox{ }. On the other hand, if none of the equations is to be numbered, the Beqnarray environment may be replaced by the Beqnarray* environment.

The fancybox package defines some more environments, such as Bcenter , Bflushleft , Bflushright , Benumerate , Bitemize , and Bdescription . The Bcenter, Bflushleft, and Bflushright environments are similar with the center, flushleft, and flushright environments (refer §3.​3 for detail), which are used for making a paragraph center-aligned, left-aligned, and right-aligned, respectively. On the other hand, the Benumerate, Bitemize, and Bdescription are similar, respectively, with the enumerate, itemize, and description environments (refer §6.​1 for detail), which are used for producing different listed items. The main advantage of these environments of the fancybox package is that they can be used in a box producing command for printing their contents in a box. However, they suffer from a drawback also, that they do not have any automatic line braking facility, for which a line may continue even beyond the margin of a page. To be within the page margin, a line break is to be provided manually. As an example, Table 17.6 shows the use of the Bitemize environment in \shabox{ }.

Table 17.6

Unnumbered list in a box through the Bitemize environment in \shabox{ }

17.2 Rotated Items$$^*$$

It is discussed in §7.​4 that a piece of texts or a table can be rotated by $$90^\circ $$ in the counter-clockwise direction through the sideways environment. In a general case, the rotate environment, defined in the rotating package, can be used for rotating the contents of the environment by any amount specified as its mandatory argument in the form \begin{rotate} { adeg }, where adeg is the angle (in degree) by which the content is to be rotated (the sideways environment is a special case of the rotate environment for rotating by $$90^\circ $$). A positive value of adeg rotates the contents in the counter-clockwise direction, while a negative value rotates in the clockwise direction. Some applications of the rotate environment are given in Table 17.7.

Table 17.7

Rotated items through the rotate environment

An item rotated by the rotate environment can easily be put in a box using any command of Table 17.1, which is demonstrated in the second example in Table 17.7. As shown in the third example in Table 17.7, however, the rotate environment suffers from the drawback that a rotated item may get overlapped with other contents of a document. To avoid this drawback, an item may be rotated though the turn environment, instead of the rotate environment.

The turn environment, which is also defined in the rotating package, works exactly in the same way with that of the rotate environment, but prints its contents in a separate space without any overlapping. Some applications of the turn environment are given in Table 17.8. As in the case of the rotate environment, the contents of the turn environment also can be printed in a box as shown in the second and third examples in Table 17.8. Further, notice in these two examples that a rotated item can also be put in \parbox[ ]{ }{ } for printing it in the form of a paragraph with automatic line breaking. The effects of the optional vertical alignment of \parbox[ ]{ }{ } may also be noticed in these two examples (refer §17.1.4 for detail).

Table 17.8

Rotated items through the turn environment

17.3 Items at Different Levels and Forms$$^*$$

Observe the word ‘LaTeX’, produced by the \LaTeX command, whose letters are printed in different heights, sizes, and spacing. Such patterns can be obtained through the \raisebox{ }[ ][ ]{ } command, in the form of \raisebox { ahgt } [ atop ] [ abot ] { atext } for raising (printing) atext at a height of ahgt from the current line (a negative value of ahgt will lower it) with optional atop and abot to create space, respectively, above and below the line for printing atext (atop is required while raising atext, and abot is required while lowering it).

Table 17.9 shows some applications of \raisebox{ }[ ][ ]{ }. In the first example, two words are raised at a height of 1 ex, which is accommodated with an optional vertical space of 3.5 ex above the line. Similarly, two words in the second example are lowered by 1 ex (i.e., raised at a height of -1 ex), which is accommodated with an optional vertical space of 2.5 ex below the line. Note that the first optional argument to \raisebox{ }[ ][ ]{ } (used to create a vertical space above the line) is also required in the second example, without which the second optional argument (used to create a vertical space below the line) will be treated as the first optional argument. However, since no extra vertical space above the line is required in this example, the first optional argument to \raisebox{ }[ ][ ]{ } is assigned the value of 0 ex. The third example in Table 17.9 is slightly different. No optional argument is used in \raisebox{ }[ ][ ]{ }, but the space between two letters is reduced through a negative value to \hspace{ }. In the fourth example, on the other hand, not only the space between two letters is reduced, the vowels are printed in a smaller size. If a form like the ones shown in the third and fourth examples in Table 17.9 is to be used repeatedly, a shorter

Table 17.9

Texts at different levels and forms through the \raisebox{ }[ ][ ]{ } command

new command may be defined (in the preamble) instead of using a long expression every time, e.g., ‘\newcommand {\wave } { \mbox { W \hspace { -0.2 em } \raisebox { 0.4 ex } { A } \hspace { -0.2 em } V \hspace { -0.15 em } \raisebox { 0.4 ex } { E } } }’ to print using \wave. Note that the entire second argument of \newcommand{ }{ } is put here in \mbox{ } in order to print without breaking or hyphening in between, as well as to make its effect local without affecting the remaining contents of a document.

17.4 Geometric Transformation of Items$$^*$$

The graphics package has the provision for geometric transformations of texts and figures, such as scaling, rotation, and reflection. There are two commands for scaling, \scalebox{ }[ ]{ } and \resizebox{ }{ }{ } . The \scalebox { hsc } [ vsc ] { atext } command scales atext in the horizontal direction by hsc, and also optionally in the vertical direction by vsc (hsc and vsc take numerical values only), while \resizebox { hlen } { vlen } { atext } prints atext in a horizontal length of hlen and a vertical height of vlen (hlen and vlen take values in units of length). The \resizebox { hlen } { vlen } { atext } command will print atext in proportion to hlen if the ! symbol is used in place of vlen, while in proportion of vlen if ! is used in place of hlen. On the other hand, the \rotatebox { deg } { atext } command rotates atext by an angle of deg in degree (a positive value of deg rotates atext in the counter-clockwise direction and a negative value in the clockwise direction), while the \reflectbox { atext } command reflects atext about a direction perpendicular to it.

Some geometric transformations made through the above four commands are shown in Table 17.10. Note that the commands can also be used in a combination for multiple transformations , like \rotatebox{ }{\scalebox{ }[ ]{ }}, \reflectbox{\rotatebox{ }{ }}, and \reflectbox{\rotatebox{ }{\scalebox{ }[ ]{ }}} as shown in examples 6–8 in Table 17.10.

Table 17.10

Geometric transformation of texts

The last example in Table 17.10 is a more complex one. It combines the transformation command \resizebox{ }{ }{ } with the raising command \raisebox{ }[ ][ ]{ } (refer §17.3 for detail) for printing characters in different levels and scales. Moreover, \hspace{ } is used to adjust the space between two characters.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_18

Hour 18

18. Miscellaneous II

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

Many special effects that can be produced in a document are discussed in Hour 17. Some more effects are presented in this Hour, like hyperlinking a topic, verbatim texts, water-marking pages, inserting a logo, date, and time, etc.

18.1 Horizontal Rules and Dots

A horizontal rule (line) covering the entire width of a page, or a column in a multi-column document, can be drawn by the \hrule command. A shorter in-line horizontal rule, or rules of different widths at different heights, can be drawn by the \rule [ hgt ] { hlen } { vlen } command, where hlen, and vlen are, respectively, the horizontal and vertical lengths of the rule, while optional hgt is its height from the current line of texts. For example, \rule { 2 cm } { 1 mm } will draw , while \rule [ 2 mm ] { 2 cm } { 1 mm } will draw . As a special application, \rule[ ]{ }{ } may be used with zero width for raising or lowering an item, e.g., \fbox{\rule [ -2 mm ] { 0 mm } { 6 mm } Texts } produces  (while \fbox { Texts } produces ) by increasing the vertical height of \fbox{ }.

There are many commands for producing different types of dots. The text-mode dot producing commands are \dots (...) and \ldots  (...) , while the math-mode commands include $\cdot$ ($$\cdot $$) , $\cdots$  ($$\cdots $$) , $\dotsb$  ($$\cdots $$) , $\dotsi$  ($$\cdots $$) , $\dotsm$  ($$\cdots $$) and $\dotsc$  ($$\cdots $$) , where mainly the vertical positioning of the dots are noticeable.

18.2 Hyperlinking Referred and Cited Items

In the softcopy of a multi-page document, it is always preferred to have hyperlink to the referred and cited items, so that one can reach to those items just by a mouse click. The items which can be hyperlinked include page numbers in the lists of contents and index, referred items (like sectional units, tables, figures, equations, theorems, etc.), cited references, and URLs. All of such hyperlinks can be obtained in LaTeX just by loading the hyperref package in the preamble of a document as \usepackage[linktocpage=true]{hyperref} , where the optional linktocpage=true instructs to hyperlink page numbers in the Contents, List of Tables, and List of Figures.

18.3 Current Date and Time$$^*$$

The \today command produces current date in a standard format, like ‘April 22, 2016’. Other printing formats of \today can be obtained under the datetime package as follows:

$$\vartriangleright$$ The \today command will print the current date like ‘Friday 22 $$^{\mathtt{nd}}$$ April, 2016’ upon loading the datetime package without any option as \usepackage{datetime} or with the dayofweek option as \usepackage[dayofweek]{datetime}, or like ‘22 $$^{\mathtt{nd}}$$ April, 2016’ with the nodayofweek option.

$$\vartriangleright$$ The names of day and month are printed in full if \today is preceded by \longdate  (default), i.e., simply \today or \longdate \today, while these are abbreviated to three alphabets (like Fri and Apr) if \today is preceded by \shortdate as \shortdate \today.

$$\vartriangleright$$ For date in texts only, \today may be preceded by \textdate as \textdate \today, which will print ‘Friday the Twenty-Second of April, Two Thousand and Sixteen’ under the dayofweek option to the datetime package, while ‘Twenty-Second of April, Two Thousand and Sixteen’ under the nodayofweek option to the package.

$$\vartriangleright$$ Date only in numerals can be obtained as ‘22/04/2016’ with \ddmmyyyydate \today , ‘22/4/2016’ with \dmyyyydate \today , ‘22/04/16’ with \ddmmyydate \today , or ‘22/4/16’ with \dmyydate \today . Date in numerals, but in the pattern of month-day-year, can be obtained if \today is preceded by such commands, such as \mmddyyyydate , \mdyyyydate , \mmddyydate , and \mdyydate . In the numerical date format, numbers can be separated by other symbols by redefining the \dateseparator command, e.g., \renewcommand{\dateseparator} { - } for separating two numbers by a hyphen instead of a slash, like ‘22-04-2016’.

$$\vartriangleright$$ When the datetime package is active (i.e., loaded), date in the format like ‘April 22, 2016’ can be obtained through \usdate \today .

$$\vartriangleright$$ A user defined date format can be obtained through \newdateformat { fname } { fuser } , where fuser is the user defined format and fname is its name. In fuser, day can be defined by \THEDAY , \twodigit{\THEDAY} or \ordinaldate{\THEDAY} , while month can be defined by \THEMONTH , \twodigit{\THEMONTH} , \monthname[\THEMONTH] or \shortmonthname[\THEMONTH] . For example, defining a new date format as \newdateformat { mydt } { \twodigit{\THEDAY} \monthname[\THEMONTH], \THEYEAR }, date can be produced by ‘\mydt \today’, which will print date as, e.g., ‘22 April, 2016’.

The datetime package also provides the \currenttime command for printing the current time. The format of time can be defined through the \settimeformat { tformat } command, where the permissible tformat are xxivtime  (default), ampmtime , and oclock . Time will be printed like 16:59 with the xxivtime option, 4:59pm with the ampmtime option, and ‘One minute to Five in the afternoon’ with the oclock option.

18.4 Highlighted Texts$$^*$$

It is discussed in §17.​1 how texts can be produced in various boxes, including colored boxes, for the purpose of making them prominent. Apart from that, the soul package defines the \sethlcolor{ } and \hl{ } commands, which can be used for highlighting some texts of a document by a specified color. First defining a color through \sethlcolor{ }, the textual argument of \hl{ } can be highlighted by that color. For example, the set of \sethlcolor { ucgray } and \hl { This is highlighted by gray color } commands will produce , where ucgray is a gray color predefined through \definecolor { ucgray } { gray } { 0.75 }.

18.5 Verbatim Texts

As seen so far, the contents of a document are to be inserted in a LaTeX input file according to its fixed format. Many times it becomes difficult to format some texts, e.g., a computer program or simulated results of a program. LaTeX provides the verbatim environment, through which texts can be printed exactly the same way of their manual formatting. No LaTeX command or environment works in the verbatim environment, but it is simply printed as ordinary characters. Moreover, the special keyboard characters, given in Table 1.​4, can also be printed directly in the verbatim environment. An application of this environment is shown in Table 18.1,

Table 18.1

Manually formatted texts through the verbatim environment

where it is seen that the \LaTeX command has become inactive in the verbatim environment (i.e., the ‘\LaTeX’ command could not produce ‘LaTeX’, but it is printed just as ordinary characters). There is no provision for automatic line breaking also, but it is to be set manually by pressing the Enter button of the keyboard. Moreover, the special characters $, %, and are also printed directly in the verbatim environment, which are to be printed in any other environment through the \$, \%, and commands, respectively.

The verbatim environment prints its contents in a new paragraph. The \verb” ” command (or \verb! ! replacing ” with !) is used for printing verbatim texts in running texts, e.g., \verb”\LaTeX ” or \verb!\LaTeX ! prints ‘LaTeX’ in this line. Similarly, \verb”a big gap" will print ‘a big gap’. There also exist \verb*” ” and \verb*! ! commands, which print a $$\mathtt{_{\sqcup }}$$ in each blank space, e.g., \verb*”a big gap" will print ‘a$$\mathtt{_{\sqcup }}$$big$$\mathtt{_{\sqcup }}$$ $$\mathtt{_{\sqcup }}$$ $$\mathtt{_{\sqcup }}$$ $$\mathtt{_{\sqcup }}$$ $$\mathtt{_{\sqcup }}$$gap’. The verbatim environment is generally used for large texts such as a paragraph, while the \verb” ” and \verb*” ” (or \verb! ! and \verb*! !) commands are used for short inline texts such as one or two words¹. The verbatim environment and the \verb” ” and \verb*” ” commands may not work as the arguments of other commands. However, they can be used in another environment.

18.5.1 Boxed and Listed Verbatim Texts

Like the boxedminipage environment (refer §4.​4 for detail), the boxedverbatim environment defined in the moreverb package may be used for printing verbatim texts in a box. However, unlike the boxedminipage environment, the boxedverbatim environment does not take any alignment or size argument, i.e., its simple structure is \begin{boxedverbatim}... \end{boxedverbatim}. Its effect can be seen by replacing verbatim in Table 18.1 with boxedverbatim.

The moreverb package provides the listing environment also, which numbers its contents starting as \begin{listing} [ astep ] { n }, where mandatory n is the starting line number and optional astep is the step size for numbering subsequent lines. Table 18.2 on the next page shows two applications of the listing environment. Since numbering is started with 1 without any option for step size, the lines in the first example in Table 18.2 are numbered serially starting from 1. On the other hand, numbering in the second example is started with 52 and thereafter only alternate lines are numbered because of the optional step size of 2.

18.5.2 Verbatim Texts with LaTeX Commands$$^*$$

The verbatim texts producing commands and environments (\verb” ”, \verb*” ”, \verb! !, and \verb*! ! commands, and verbatim, boxedverbatim, and listing environments discussed above) print everything, entered from a keyboard, blindly as ordinary characters. Therefore, these cannot be used for producing symbols or mathematical expressions , which are usually not available in a keyboard but are to be generated

Table 18.2

Line numbering of verbatim texts through the listing environment under the moreverb package

through some LaTeX syntax. Such difficulties can be sorted out in the alltt environment defined in the alltt package.

The alltt environment also acts like the verbatim environment, except that a backslash (\) and the curly braces ({ }) retain their usual LaTeX modes, which allow other commands and environments to work in the alltt environment². Moreover, the alltt environment performs automatic line breaking also. Table 18.3 shows an example of

Table 18.3

Preserving LaTeX syntax in verbatim texts through the alltt environment

the alltt environment, where the syntax ‘\LaTeX’ in the input file prints the word ‘LaTeX’ in the output, unlike LaTeX in the verbatim environment as shown in Table 18.1. Moreover, a mathematical expression could also be produced through the inline math-mode \( $${\mathtt {\mathrm{\ldots }}}$$ \)  (mathematical environments, like equation or eqnarray, do not work in the alltt environment). On the other hand, the _ and symbols, usually used in math-mode for producing subscript and superscript, respectively, act as ordinary characters in the alltt environment, even inside the inline math-mode \( $${\mathtt {\mathrm{\ldots }}}$$ \). Therefore, the \sb{ } and \sp{ } commands are used in the alltt environment in Table 18.3 for producing a subscript and a superscript, respectively.

18.6 Fragile Commands

Many LaTeX commands are fragile, such as \begin{ } , \centering , or \footnote{ } . All commands having optional arguments, as well as almost all starred-form commands, are fragile³. Fragile commands are not directly acceptable in the arguments of many other commands, like sectional commands of \chapter{ } or \section{ }. In such cases, a fragile command is to be used in protected mode through the \protect command. Such an example is shown in Table 18.4, where the argument of the \section{ } command is center-aligned through the protected \centering command as \protect\centering. Moreover, a foot note is also generated in the \section{ } command through the protected \footnote{ } command as \protect\footnote{ }. Note that each fragile command is to be protected by a separate \protect command.

Table 18.4

Fragile commands in protected mode

18.7 Watermarking on Pages$$^*$$

Sometime a document is water-marked across its pages either displaying the belongingness or status of the document, such as organizational logo or texts like Draft, Verified, Certified, Confidential, Internal Document, etc. Water-marking in LaTeX is performed using the draftwatermark package, which defines various water-marking controlling commands, among which the most significant ones are \SetWatermarkAngle{ } , \SetWatermarkScale{ } , and \SetWatermarkText{ } . The piece of texts or figure, which is to be produced as the water-marking, is passed through \SetWatermarkText{ }, while its inclination and scaling on the pages are controlled through \SetWatermarkAngle{ } and \SetWatermarkScale{ }, respectively. If the draftwatermark package is loaded without any option, i.e., as \usepackage{draftwatermark}, water-marking will be produced on all the pages of a document. On the other hand, water-marking can be restricted only on the first page using firstpage as an option, i.e., loading the package as \usepackage[firstpage]{draftwatermark}.

Watermarking can be textual or even pictorial. A piece of texts can be inserted directly as the argument of \SetWatermarkText{ }, e.g., \SetWatermarkText { Certified }. However, a picture is to be inserted through a figure insertion command, e.g., \SetWatermarkText{\includegraphics[width= 10 mm ] { logotu } } (refer Hour 9 for detail of inserting figures from external files). An example of water-marking is shown in Table 18.5, where the page is water-marked with ‘LaTeX in 24 Hours’ in red color at a counter-clockwise inclination of 30$$^\circ $$ and a scaling factor of 2.5.

Table 18.5

Watermarking and logo on pages

18.8 Logo in Header and Footer$$^*$$

It is a common practice to prepare a report on pages having an organizational logo. Such a logo can be printed on pages as running header or footer discussed in §5.​3. In the case of the myheadings page style discussed in §5.​3.​2, the logo can be printed as a header through \markboth{ }{ } or \markright{ } . In the fancy page style under the fancyheadings package discussed in §5.​3.​3, the same can be printed as a header through \lhead[ ]{ } , \chead[ ]{ } or \rhead[ ]{ } , or as a footer through \lfoot[ ]{ } , \cfoot[ ]{ } or \rfoot[ ]{ } . Similarly, in the fancy page style under the fancyhdr package discussed in §5.​3.​4, it can be done as a header through \fancyhead[ ]{ } , or as a footer through \fancyfoot[ ]{ } .

As watermarking discussed in §18.​7, a logo also can be textual or pictorial and it is to be inserted through a command mentioned above, e.g., \rhead { Tezpur University } or \rhead{\includegraphics[width= 10 mm ] { logotu } }. In the case of a pictorial logo, the space for header/footer may also need to be increased, which is to be done by increasing the value of \headheight or \footskip  (refer §5.​1.​2 for detail). An example of producing a right aligned pictorial logo in the foot with the fancy page style under the fancyhdr package is also shown in Table 18.5. For this purpose, the value of \footskip is increased through \setlength{ }{ } and also a horizontal rule is drawn above the footer by redefining \footrulewidth. Another similar example can be found in Table 5.​8, in which two such footers are produced through \lfoot[ ]{ } and \rfoot[ ]{ }.

18.9 Paragraphs in Different Forms$$^*$$

The picinpar package provides the facility for creating a window within a paragraph, in which some other texts, tables, and figures can be printed. These are done through the window , tabwindow , and figwindow environments, respectively. Each of these environments takes four mandatory fields in [ ] separating two by a comma, and then the paragraph in the environment. Accordingly, the structure of an environment becomes \begin { env } [ nline , halgn ,\wcmd { wmat } , wnote ] apara \end { env }, where env is the name of the environment, apara is the paragraph, nline is the number of lines of apara after which the window is to be created, halgn is the horizontal alignment of the window in apara (l for left alignment, c for centered and r for right alignment), \wcmd { } is the window generating command, wmat is the material to be produced through \wcmd { }, and wnote is a note about wmat (such as the caption of a table or a figure). Applications of these three environments are shown in Table 18.6 on the following page. The \shortstack[ ]{ } command, used in the first example in Table 18.6, vertically stacks the lines of its mandatory argument one below another (the optional argument of \shortstack[ ]{ } is for horizontal positioning).

Table 18.6

A window within a paragraph

There is another package, shapepar , which defines the \squarepar{ } , \diamondpar{ } , \heartpar{ } , and \shapepar\nutshape{ } commands for printing a textual paragraph (the argument of a command) in the shape of a square, diamond, heart, and nut (hexagonal outer shape and circular inner shape), respectively. Applications of these commands are shown in Table 18.7 on the next page for the same textual argument. It is really interesting to see that the paragraph under the \diamond{ } command is started and ended with diamond symbol, while the paragraph under the \heart{ } command is ended with a heart symbol. Note that the \shapepar\nutshape{ } command is to be followed by a new paragraph (i.e., a blank line, \par command, or other sectional command like \section{ } or \subsection{ }), otherwise the contents following the command will also be printed in a nut shape merging with its argument.

Table 18.7

Paragraphs of different shapes under the shapepar package

Footnotes

1

The verbatim environment is used for large texts such as a paragraph, while the \verb” ” and \verb*” ” (or \verb! ! and \verb*! !) commands are used for short inline texts like one or two words.

2

The backslash (\) and curly braces ({ }) retain their usual LaTeX modes in the verbatim texts generating alltt environment, which allow other commands and environments to work in this environment.

3

All commands having optional arguments as well as almost all starred-form commands are fragile, which are to be protected through \protect if inserted in the argument of other commands.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_19

Hour 19

19. Letter and Article

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

LaTeX based procedures for producing different components of a document are discussed in previous Hours. A full document can be prepared by using those procedures. There are several standard formats for producing different types of documents, such as letter, article, report, and book. As a quick recap, a LaTeX input file is started by \documentclass [ ] { } with the mandatory argument in { } as the class of the document, like letter, article, report or book. Options, if any, are inserted in [ ] separating two options by a comma, such as ‘a4paper, 12 pt’ for producing a document on A4-size paper in 12 point fonts. After \documentclass [ ] { }, various packages and other global declarations are inserted in the preamble. Finally, the contents of the document to be produced are inserted in the body of the input file, i.e., in the document environment (refer §1.​3 for detail of the general format of a LaTeX input file).

19.1 Letter Writing

A letter is prepared through the document-class of letter , which contains some standard commands for producing different parts of a letter. Such commands are shown in Table 19.1 in the order of their application (these are not mandatory commands,

Table 19.1

Standard commands under the document-class letter

but can be used as per requirement). The \address{ } and \signature{ } commands are inserted in the document environment prior to starting the letter environment, while \opening{ } , \closing{ } , \cc{ } and \encl{ } are inserted in the letter environment. The actual contents of the letter are inserted between \opening{ } and \closing{ }.

The general format of a letter in terms of the commands of Table 19.1 is shown in Table 19.2. It is seen in the output that by default the current date in a specified

Table 19.2

Standard format of the document-class letter

format is also printed below the sender’s address. The default format of the date can be changed through the \date{ } command (in the preamble) with the required format as its argument, e.g., \date{29/02/2016} for printing 29/02/2016. On the other hand, if the date is not required to be printed, simply the \date{ } command with empty argument may be used.

The standard formatting of the document-class letter, shown in Table 19.2, may not be suitable in some cases. Rather, one may prefer to prepare a letter on his/her own style. Table 19.3 on the next page shows such a letter without using any standard formatting command. The setspace package is used for setting line spacing through the spacing environment, as done in Table 19.3 using \begin{spacing} { 1.2 }. The \pagestyle{empty} command prevents the page numbering of the letter, and the \today command prints the date of compilation of the letter (refer §18.​3 for detail). The \hspace*{\fill} command is used at the starting of three lines for right aligning the texts of those lines.

Note that the letter prepared in Table 19.2 using the standard format of the document-class letter is assigned the compilation date, but not page numbering. In contrary, the letter in a user-specified format in Table 19.3 is assigned page numbering (which is prevented through the \pagestyle{empty} command), but not the compilation date.

19.2 Article Preparation

The templates of articles for publishing in journals, proceedings, magazines, etc., vary from publisher to publisher. Many publishers provide their own templates for maintaining uniformity in a volume, and an author needs just to insert the contents of

Table 19.3

A user-specified format in the document-class letter

an article in the given template. If not given, authors can prepare articles in their own templates. A number of such LaTeX based standard templates are discussed here.

An Article can be prepared in the document-class of article or amsart . Generally an article starts with a title¹ and the list of author(s), which are inserted as the arguments of the \title{ } and \author{ } commands respectively. The line break command (\\), if required, is permissible in the arguments of these two commands. The \title{ } and \author{ } commands are activated using the \maketitle command in the document environment before inserting any content of the article. The \title{ } and \author{ } commands can be used either in the preamble or even in the document environment, but must be before the \maketitle command. If used, the optional command \date{ }  goes along with the \title{ } and \author{ } commands. Following the \maketitle command, the abstract of the article is inserted in the abstract environment². Then the actual contents of the article are inserted through a series of standard formatting, such as \section{ } , \subsection{ } , \subsubsection{ } , \paragraph{ } , and \subparagraph{ } commands, as well as other applicable commands and environments discussed up to the previous Hour.

The general format of an article, in both the document-classes of article and amsart , are shown in Tables 19.4 and 19.5 on the next page, where the differences in the outputs of the two document-classes are clearly visible. The document-class article by default prints the compilation date of the article (which is prevented in Table 19.4 through the \date{ } command with empty argument). The heading of each section and subsection is full-aligned, and its contents are started from a new line. In contrary,

Table 19.4

Article in the document-class article

Table 19.5

Article in the document-class amsart

the heading of a section in the document-class amsart is center-aligned. Moreover, the contents of the abstract and each subsection are printed in continuation of their headings. On the other hand, the title, author’s name and address, and the headings of abstract and sections are always printed in uppercase letters, even if these are inserted in lowercase letters in the LaTeX input file.

The default heading of the abstract environment in the document-classes article and amsart can be changed by redefining the \abstractname command in the preamble, e.g., \renewcommand{\abstractname} { Summary } for replacing the heading ‘Abstract’ by ‘Summary’.

19.2.1 List of Authors

Tables 19.4 and 19.5 show only one author in the article , which is center-aligned. When the number of authors is more than one, these may be printed one below another, side-by-side, or in any other user-defined format. A format for two authors, printed one below another, is shown Table 19.6.

Table 19.6

Authors in articles one below another

Another format is shown in Table 19.7, where three authors are printed

Table 19.7

Authors side-by-side through the tabular environment

side-by-side through the tabular environment with three columns. The contents of each column are center-aligned and two columns are separated by extra 30 mm space through the @{\extracolsep { 30 mm } } command.

A third format is shown in Table 19.8, where the detail of an author is printed

Table 19.8

Author details at the bottom of a page through the \thanks{} command

at the bottom of the page. This is done through the \thanks{ } command after the name of each author, where the detail of an author is inserted as the argument of the command. The same effect can be obtained through the \footnote{ } command also, instead of the \thanks{ } command. The \and command is used between the names of the two authors to separate them by a big gap in the output.

19.2.2 Title and Abstract on Separate Pages

Some publishers may ask to produce title, list of authors and abstract of an article on separate pages, particularly for the review purpose. These can be achieved by using the titlepage and abstract options in the \documentclass [ ] { } command, i.e., as \documentclass [ titlepage,abstract]{article}. The titlepage option instructs \maketitle to produce the title and list of authors on a separate page, while the abstract option instructs to produce the abstract on another separate page.

19.2.3 Left Aligned Title and List of Authors$$^*$$

Notice in §19.2.1 that the title and list of authors of an article are always center aligned. Sometime these may need to be left aligned, which can be achieved simply by inserting the following few lines of commands in the preamble:

               \makeatletter

               \def\maketitle

               {      { \bf\Large\raggedright \@title } \vskip 5 mm

                     { \large\raggedright \@author } \vskip 10 mm

               }

               \makeatother

where the pair of \makeatletter and \makeatother commands brackets a command, starting with a ‘@’ (commands starting with a ‘@’ are LaTeX’s internal commands), to work as an ordinary command. The \raggedright command here makes \@title (title) and \@author (list of authors) left aligned. The \bf, \Large and \large are just text formatting commands, while the \vskip command is used for creating some vertical blank space after the title and the list of authors.

19.2.4 Articles in Multiple Columns

Many publishers want articles to be produced in multiple columns. The twocolumn option in the \documentclass [ ] { } command produces an article in two columns. In the document-class article, as shown in Table 19.9, the title and list of authors (i.e., the

Table 19.9

Article in two columns through the twocolumn option in \documentclass [ ] { }

arguments of \title{ } and \author{ }) are printed in single-column, and the abstract and other contents of the article are printed in two columns. In the case of the document-class amsart, however, the title and list of authors are also printed in two columns.

Sometime the title, author and abstract may need to be printed in a single column, while the rest of the article in two columns. In that case, instead of the twocolumn option in \documentclass [ ] { }, the \twocolumn [ ] command may be used³. As shown in Table 19.10, \twocolumn [ ] is used after \begin{document}, putting the \maketitle command and the abstract environment in [ ] of \twocolumn [ ] for printing them in a single column. After \end{abstract}, the \vspace{1.0 cm} command is used to leave 1.0 cm vertical blank space before starting the two-column mode.

Table 19.10

Article in two columns through the \twocolumn[ ] command

Note that the \onecolumn [ ] and \twocolumn [ ] commands can be used alternatively for producing different parts of a document alternatively in single column and two columns, respectively. However, each of such parts will be produced on a new page even if sufficient blank space is available on the previous page. Therefore, instead of using the \onecolumn [ ] and \twocolumn [ ] commands alternatively, the process discussed in §4.​3.​2 may be followed for such requirement.

19.2.5 Section-Wise Numbering of Items$$^*$$

Numbered items (like tables, figures, and equations) in the document-classes report and book are numbered chapter-wise, i.e., the numbering style is composed of two parts – the serial number of the chapter and the serial number of the item, separated by a period (as can be seen in this book). In contrast, in the document-class article, these items are numbered by their serial numbers only, i.e., not preceded by the serial number of the section in which the items belong (the document-class article does not support a chapter). If these items are to be numbered section-wise in the document-class article, the following few lines of commands may be included in the preamble:

            \makeatletter

            \@addtoreset{table}{section}

            \@addtoreset{figure}{section}

            \@addtoreset{equation}{section}

            \makeatother

            \renewcommand{\thetable}{\thesection.\arabic{table}}

            \renewcommand{\thefigure}{\thesection.\arabic{figure}}

            \renewcommand{\theequation}{\thesection.\arabic{equation}}

where \@addtoreset{ }{ } resets its first argument according to the second argument, i.e., to number tables, figures, and equations section-wise when the above codings are applied. By redefining \thetable , \thefigure and \theequation through \renewcommand{ }{ } , the default numbering styles of tables, figures and equations are altered to those specified as the second argument of \renewcommand{ }{ }. According to the above coding, each numbering will start with the serial number of the section, followed by a period and then the serial number of the item in an Arabic numeral (due to \thesection , ‘.’ mark, and \arabic{ } , respectively). Without \renewcommand{ }{ } in the above coding, although the items will be numbered section-wise internally, the section numbers will not be visible in the output. Such numbering would be confusing to understand, particularly when they will be referred somewhere, as the same numbering, like Figure 1 or Figure 2, will be repeated in every section. An application of the above coding is shown in §11.​4.​3.

19.2.6 Dividing an Article into Parts$$^*$$

Sections of an article can be divided into parts through \part{ } . Each \part{ } generates the label-word ‘Part’ followed by a serial number in a uppercase Roman numeral (such as Part I or Part II), and then prints its argument as the heading of the part. Although divided into a number of parts, by default the sections of an article will still be assigned continuous serial numbers irrespective of the parts in which they belong. To number the sections part-wise, the following set of commands may be used in the preamble:

               \makeatletter

               \@addtoreset{section}{part}

               \makeatother

               \renewcommand{\thesection}{\thepart.\arabic{section}}

where \@addtoreset{section}{part} resets the sections to be numbered part-wise. The \renewcommand{\thesection}{\thepart.\arabic{section}} command redefines the numbering of sections (\thesection ) to be started by the serial of the part (\thepart ) in which a section belongs, followed by a period (.) and then the serial number of the section in an Arabic numeral (\arabic{ }). Without \renewcommand{ }{ }, sections under different parts will be numbered in the same way, like 1 or 2, which would be confusing to understand when a section is referred somewhere. An example of an article, where its sections are divided into parts and numbered part-wise, is shown in Table 19.11.

Table 19.11

Article dividing sections into parts and numbering them part-wise

Footnotes

1

The titlepage option in the \documentclass [ ] { } command produces the title of a document on a separate page.

2

The abstract environment works in the document-classes of article and amsart, but not in book.

3

The twocolumn option may be used in \documentclass [ ] { } if an entire article is to be produced in two columns, while \twocolumn [ ] may be used if some components, like title, author and abstract, are to be produced in a single column and the rest in two columns.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_20

Hour 20

20. Book and Report

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

Preparation of a book or a report is similar to that of an article discussed in Hour 19. The only difference is that a book or a report contains a number of chapters, where each chapter is like an independent article. A book is prepared through the document-class book and a report through the document-class report . The structure of a report is similar to that of a book, expect some differences in the output. Therefore, the report preparation is not discussed here separately. The differences can be observed just by changing the document-class of a document from book to report, or from report to book. Note that an academic thesis can be prepared in any of the document-classes of book and report.

20.1 Template of a Book

The general template of a book is shown in Table 20.1 on the following page, where the book is produced in three parts – \frontmatter (front matter), \mainmatter (main matter), and \backmatter (back matter). The \frontmatter command covers the title, preface, contents, etc., with page numbering in Roman numerals and no numbering to the \chapter{ } command. The main part of the book comes under the \mainmatter command with page and chapter numbering in Arabic numerals. Finally, appendix, bibliography, index, etc., are inserted under the \backmatter command without chapter numbering.

The default template given in Table 20.1 can be altered by user-defined templates, an example of which is shown in Table 20.2 (if compiled, its output would be similar to this book to a large extent). The twoside option is used in \documentclass[ ]{ } for producing the book on both sides of a page (which is the usual requirement in a book). The cover page is started with \thispagestyle{empty} for not assigning any page number to this page. The \cleardoublepage command, used after the cover page (also after the Preface and the Table of Contents), leaves the last even-numbered page blank, if the previous unit ends on an odd-numbered page, and starts the following unit on the next odd-numbered page (\cleardoublepage is not required

Table 20.1

General template of a book in the document-class book

between two chapters as, by default, a chapter is started on an odd-numbered page). Before starting the Preface, \pagenumbering{roman} is used for numbering pages now onwards in Roman numerals. The Preface is inserted as a chapter with the \chapter*{ } command (instead of \chapter{ } ) for not assigning a serial number to it. Next, the \tableofcontents command is used for automatically generating the contents list of the book. Finally, the actual chapters of the book are started, preceded by \pagenumbering{arabic} for numbering pages now onwards in Arabic numerals.

20.2 Book Preparation Using a Root File

Table 20.2 shows a template for preparing a book in a single input file. Since a book usually contains a large number of pages, practically it will be difficult to work with such a single file because of its huge size in accommodating the contents of a book. Hence, as a convenient way, a book is generally prepared in a number of input files of smaller sizes. Usually each part of a book, such as the title, preface, dedication,

Table 20.2

User-defined template of a book in the document-class book

chapters, appendix, and bibliography, is prepared in a separate input file and then all the individual files are compiled together to produce a single output file as the final book. Moreover, the preamble (i.e., the required packages, user-defined commands and environments, page formatting, or any other global setting) may also be prepared in a separate input file. The input file containing the list of bibliographic references is named with bib extension, say mybib.bib. All other input files are named with tex extension, such as, preamble.tex, title.tex, preface.tex, chapter1.tex, chapter2.tex, etc. Finally, all the individual input files are linked to a single root file , say mybook.tex, compilation of which produces the final book. An input file can be linked to the root file either through the \input{ } or \include{ } command (§20.4.2 discusses the differences between the commands) with the name of the input file (without the extension) as the argument of the command. If prepared in the form shown in Table 14.​2, the bibliography file is included in the thebibliography environment using the \input{ } command, otherwise (if prepared in the form shown in Table 15.​2) it is included through the \bibliography{ } command following the \bibliographystyle{ } command as shown in Tables 20.1 and 20.2. A sample preamble file, a few other files, and the root file of a book, similar to those of this book, are shown in Tables 20.3, 20.4, and 20.5.

Table 20.3 shows the preamble file (preamble.tex), most of the LaTeX instructions of which are already discussed in previous Hours, while others are self-explanatory. As mentioned above, by default a chapter is started on an odd-numbered page by leaving the previous even-numbered page blank, if required. However, it is

Table 20.3

Preamble of a book

generally not desirable to leave any page blank in a book. The openany option to the \documentclass[ ]{ } command works for that, which instructs to start a new chapter on the immediate next blank page, no matter whether odd- or even-numbered.

The sample files, containing the title, preface, Chapter 1, and appendix of a book, are shown in short form in Table 20.4. Note that neither the \documentclass[ ]{ } command nor the document environment is required in these files. The \documentclass[ ]{ } command is included in the preamble file, and the document environment is created in the root file in which these individual files are to be linked. The title page (title.tex) is written in the titlepage environment, which produces a page without any page number and heading. The \vspace*{\fill} command is inserted at the top and bottom of the file for vertically center aligning its contents. The Preface (preface.tex) is prepared as a chapter under the \chapter*{ } command (\chapter*{ } used instead of \chapter{ } for preventing it from assigning any chapter number). The introduction (chap_intro.tex) is prepared as a normal chapter under the \chapter{ } command (other chapters of a book are to be prepared in the same way). Even the appendix (app_symb.tex) is also prepared as a normal chapter like chap_intro.tex.

Table 20.4

Some sample input files of a book

Finally the root file (mybook.tex), where all the individual input files are linked, is shown in Table 20.5. Different segments of mybook.tex are as follows:

At the very beginning, the preamble file (preamble.tex) is included through the \input{ preamble } command, and then all other ‘.tex’ files (without the tex extension) are included in the document environment through the \include{ } command.

The Bib TeX formatted bibliography file (mybib.bib) is inserted through the \bibliography{mybib} command, preceded by a bibliography style through the

Table 20.5

Root file linking individual input files of a book

\bibliographystyle{ } command, say \bibliographystyle{plain} for printing the bibliographic references in the plain style (refer §15.​1 for detail).

By default the page number is not printed only on the first page of a chapter. Since the files of the cover page, title, and dedication are not prepared as chapters, the inclusion of each of these input files is preceded by the \thispagestyle{empty} command for not assigning any page number to these pages.

The \cleardoublepage command is used in many places for starting the following unit on the next odd-numbered page.

Since the title, dedication, and preface are not prepared as numbered units (the preface is prepared under \chapter*{ } for preventing it from numbering), the inclusions of their input files are preceded by the \addcontentsline{ }{ }{ } command for including them in the Contents list (refer §16.​1.​1 for the use of \phantomsection before \addcontentsline{ }{ }{ }). The arguments of \addcontentsline{ }{ }{ } are, respectively, the location where the unit is to be entered (toc for Contents list), the type how the unit is to be treated (chapter) and the name of the unit to be printed in the Contents list (refer §16.​1.​1 for detail).

The \tableofcontents , \listoftables , and \listoffigures commands are used for automatically generating three lists – Contents list of sectional units, List of Tables, and List of Figures, respectively. Since no serial number is assigned, these lists are also included in the Contents list through the \addcontentsline{ }{ }{ } command as mentioned above.

An appendix is prepared as a normal chapter. It is identified as an appendix through the \appendix command or inserting the appendix input file in the appendix environment, which generates the label-word ‘Appendix’, followed by the serial number of an appendix in an uppercase alphabet, like A, B, etc. (if the label-word ‘Appendix’ is not generated but ‘Chapter’, it can be obtained by inserting the \renewcommand{\chaptername} { Appendix } command before the inclusion of the appendix files). The \appendix command and appendix environment also cause sectional units of an appendix to be numbered properly, like A.1, A.1.1, etc. In order to assign the continued serial numbers to different appendices, the \appendix command is to be used only once before the inclusion of the first appendix file, or all the appendix files are to be inserted in a single appendix environment.

The location for producing the index is specified through the \printindex command. The index is produced under the heading ‘Index’. Since the index is also not assigned any serial number, it is included in the Contents list through \addcontentsline{ }{ }{ } .

Two different line spacings are used in mybook.tex, through the spacing environment defined in the setspace package. From the cover page onwards, the line spacing is set at 1.2 up to the last chapter of the book, while the appendix and bibliography are produced in single line spacing.

The \pagenumbering{roman} command is used before the inclusion of the title page (title.tex) for numbering the following pages in Roman numerals. Then the page numbering from the starting of the first chapter (chap_intro.tex) is changed to Arabic numerals through the \pagenumbering{arabic} command, which is continued up to the last page of the book.

20.3 Dividing a Book into Parts$$^*$$

Like in articles where different sections can be divided into a number of parts as discussed in §19.​2.​6, different chapters of a book can also be divided into a number of parts through the \part{ } command. Each \part{ } command generates the label-word ‘Part’ followed by the serial number of the part in a uppercase Roman numeral, such as Part I or Part II. Any text in the argument of the \part{ } command is printed as the heading of the part. Similar to articles, although divided into a number of parts, by default the chapters of the book are assigned continuous serial numbers irrespective of the parts in which they belong. For numbering the chapters part-wise, the following four lines of commands may be inserted in the preamble:

               \makeatletter

               \@addtoreset{chapter}{part}

               \makeatother

               \renewcommand{\thechapter}{\thepart.\arabic{chapter}}

where \@addtoreset{ }{ } command resets the chapters to be numbered part-wise. The \renewcommand{ }{ } command here redefines the numbering of chapters (\thechapter ) to be started by the serial of the part (\thepart ) in which a chapter belongs, followed by a period (.) and then the serial number of the chapter in an Arabic numeral (\arabic{ } ). Without this \renewcommand{ }{ } command, the chapters under different parts will be numbered in the same way, like Chapter 1 or Chapter 2, which would be confusing to understand if a chapter is referred somewhere.

20.4 Compilation of a Book

Since a book is generally composed of a number of chapters, one or more appendices, bibliography, and index, its compilation would be a combination of those discussed in §15.​4 and §16.​2.​3. As an example, the command-prompt compilation of the book ‘mybook.tex’ of Table 20.5 would involve the following five lines of commands (refer §20.4.1 on the next page for detail):

               $ latex mybook

               $ bibtex mybook

               $ makeindex mybook

               $ latex mybook

               $ latex mybook

The command ‘latex mybook’ in the first line compiles mybook.tex as well as all other .tex files included in mybook.tex. It also generates the output in the form of mybook.dvi. However, the bibliography and index remain uncompiled. These are required to be compiled separately, which are done through the commands bibtex and makeindex in the second and third lines, respectively. Then the command of the first line is repeated in the fourth line for linking all the compilation. As the last step, the same command is repeated once again in the fifth line for producing the complete and final output file ‘mybook.dvi’.

20.4.1 Executable File for Compiling a Book$$^*$$

It is seen in §1.​4 that only one command is required to compile a simple document in a command-prompt. However, the number of commands increases with the increasing number of provisions. Section 15.​4 and §16.​2.​3 show that four lines of commands are required if any of bibliography and index is included in a document. The number of commands is increased to five if both bibliography and index are included. This is shown on this page above at the time of compiling a book. Since a document may need to be compiled a number of times during its preparation, it may become a cumbersome job to type all these commands repeatedly. Therefore, all the commands may be stored in a separate compilation file, which can be run to compile all the commands stored in it. The compilation file , named ‘compile’ without any extension, prepared for compiling the book having the root file named as mybook.tex, is given in Table 20.6. The line numbers are

Table 20.6

Compilation file for compiling a book in command-prompt

included for the purpose of explanation only. The commands in lines 2–6 are used to compile the book. The command of line 2 compiles mybook.tex as well as all other .tex files included in mybook.tex, while the commands of lines 3 and 4 compile the bibliography (if prepared through the BibTeX program) and index, respectively. The commands of lines 5 and 6 (same with that of line 2) link all the three compilations (latex, bibtex, and makeindex) and produce the final output. Finally, the command of line 7 generates the mybook.pdf file. During the entire compilation process, a number of intermediate files are generated, samples of which are shown in Table 20.7.

Table 20.7

Intermediate files generated during the compilation of a book

Information about the references required in a .tex file is written in an auxiliary file having the same name but with aux extension. The transcript file with log extension (having the same name with the root file of the book) records all the execution information, such as the names of the files read, the numbers of the pages processed, warning and error messages, and other pertinent data. Most of the information of the .log file is displayed on the screen also. The BibTeX program generates the .bbl and .blg files, where sorted bibliographic references are stored. The files with idx, ind, and ilg extensions are index-related files, where indexed items and associated information are written. Other LaTeX output files are related with the contents list, List of Tables, and List of Figures, having extensions toc, lot, and lof, respectively. The final output is written in a device independent file, having dvi extension, with a resolution better than a thousandth of an inch.

Coming back to Table 20.6, mybook.dpf file is produced in line 7 from the final mybook.dvi file. Then all the intermediate files, mentioned in Table 20.7, are removed in line 8 using the linux command ‘rm’. Note that, if the execution of the compile file is terminated in between due to some bug in the LaTeX input files, sometimes the compiler may fail to overwrite many intermediate files listed in Table 20.7, as a result of which the same bug would be shown even after correcting it. This is the reason why the intermediate files, if any already exists, are removed in line 1 also, prior to the compilation of the book using the commands of lines 2–6.

The compilation file ‘compile’ shown in Table 20.6 can be made executable using the ‘chmod 777 compile’ command (only once in a computer) in a command-prompt terminal, and then it can be run using the ./compile command.

20.4.2 Partial Compilation of a Book$$^*$$

It is stated in §20.2 that a .tex file can be included in the root file of a book using either the \include{ } or \input{ } command interchangeably. The \include{ } command has an advantage over the \input{ } command. Using the \includeonly{ } command in the preamble, LaTeX can be instructed to compile only some selective files out of those included in the root file through the \include{ } command, e.g., \includeonly{ intro, font, format } can be used for compiling intro.tex, font.tex, and format.tex only. The \includeonly{ } command is useful at the time of editing a large-size document like a book, where changes are to be checked in modified file(s) only. Note that if the number of pages of the document gets changed upon editing, the use of \includeonly{ } may result in mismatched page numbers, thus restricting the use of the command in the final version of the document.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_21

Hour 21

21. Slide Preparation I

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

The LaTeX platform is applicable for preparing slides also, which can be presented like those prepared in popularly known Microsoft PowerPoint package. In LaTeX, slides can be prepared through the document classes of seminar, slides, prosper, or beamer. All LaTeX macros (packages, commands, and environments), used in other document classes as discussed in previous Hours, are applicable in these document classes also. However, because of widespread application, only the document-class beamer is discussed here.

The BEAMER package, which defines the beamer document-class, is generally included in most of the standard LaTeX distributions mentioned in §1.​3. Like normal LaTeX input files, an input file with the document-class beamer also has the tex extension and it can be prepared in any LaTeX editor. Further, a beamer document-class file can be compiled using the same set of commands discussed in §1.​4, §14.​3 or §15.​4, as applicable.

21.1 Frames in Presentation

In the document-class beamer , a presentation consists of a number of frames (or slides). A frame is created either by the \frame[ ][ ]{ } command or the frame environment as \begin{frame}[ ][ ]...\end{frame}. The contents of a frame is inserted in the mandatory argument of the \frame[ ][ ]{ } command or in the body of the frame environment. On the other hand, the first optional argument of a frame is to specify the piece-wise presentation of items as discussed in §22.​1, while the second optional argument is for other options for a frame (two options separating by a comma). A frame generally consists of some or all of the following eight components:

(1)

Headline and footline: These are similar to header and footer of standard LaTeX, but generated automatically by the chosen theme (§21.4 discusses themes) for displaying presentation-related various information.

(2)

Sidebars: Sidebars are generated automatically by the chosen theme on either side for displaying mainly the table of contents of the presentation.

(3)

Navigation bars: Navigation bars are also produced automatically by the chosen theme mainly for the following two purposes:

(a)

At any point of time during the presentation, the audience can see how much of the talk have been covered and what is yet to come.

(b)

If required, the presenter can jump to a particular frame by clicking on the corresponding link.

(4)

Navigation symbols: Eight number of default navigation symbols are shown by small icons in light gray color in the bottom right corner of every slide. These from left to right are known as the slide icon, frame icon, subsection icon, section icon, presentation icon, appendix icon, back and forward icons, and search icon. Each of the slide, frame, subsection, and section icons is preceded by a left arrow and followed by a right arrow. A click on the left arrow will lead, respectively, to the previous slide, the last slide of the previous frame, the last slide of the previous subsection, or the last slide of the previous section. Similarly, a click on the right arrow will lead, respectively, to the next slide, the first slide of the next frame, the first slide of the next subsection, or the first slide of the next section.

(5)

Logo: A logo can be printed globally in all the frames through \logo{ } in the preamble. It can contain a piece of plain texts or a figure insertion command, e.g., \logo{\includegraphics[width= 8 mm ] { tul } } (§21.5.1 discusses in detail).

(6)

Frame title: A title and a subtitle can be assigned to a frame using the \frametitle{ } and \framesubtitle{ } commands in the mandatory argument of \frame[ ][ ]{ } or inside the frame environment.

(7)

Background: Each frame has a background, which consists of a background canvas and the main background. The background canvas is a big rectangle filling the whole frame, on which the main background and other things appear.

(8)

Frame contents: The contents of a frame could be LaTeX supported any text, except the \verb" " command or verbatim environment ¹, but including frame title and subtitle stated above. The contents of a frame are inserted in the mandatory argument of \frame[ ][ ]{ } or inside the frame environment. By default the contents of a frame (except the title and subtitle) are vertically center aligned. This default alignment can be changed by the options t for top alignment, c  (default) for vertically center alignment and b for bottom alignment. A vertical alignment option may be assigned to \documentclass[ ]{beamer} for global effect in all frames. Alternatively, it can be used as an option to a particular frame for local effect only, e.g., \frame[t]{ } or \begin{frame}[t].

21.2 Sectional Units in Presentation

The frames of a presentation, as stated in §21.1, may be put under various sections and subsections produced through \section[ ]{ } and \subsection[ ]{ }. Unlike in standard LaTeX, \section[ ]{ } and \subsection[ ]{ } here do not create any heading at their positions, rather they add entries in the table of contents and navigation bars. Based upon the chosen theme (§21.4 discusses themes), generally the full headings under the mandatory arguments of \section[ ]{ } and \subsection[ ]{ } are added in the table of contents, while the short headings under their optional arguments are added in navigation bars. In some cases, however, the subsections may be reflected by some symbols, such as a small circle.

21.3 Presentation Structure

Most of the presentations mainly contain the following types of pages/frames, which can be put under different sections and subsections for making their entry in the table of contents and navigation bars:

Title page

Table of contents

Presentation materials

Appendix

Bibliography

Thanks giving

Such a simple presentation input file consisting of six frames under the JuanLesPins presentation theme (§21.4 discusses themes) is shown in Table 21.1 on the next page and its output column-wise in Table 21.2. Just to show their applications, frames are created through both the \frame[ ]{ } command and frame environment. The input file is started by \documentclass{ } with the beamer document-class, followed by the JuanLesPins presentation theme loaded through \usetheme{ }. Next, the natbib package is loaded through \usepackage[ ]{ } with sort option for generating a sorted bibliographic list (Table 21.3 discusses in detail). The other major component in the preamble is the title page related commands (refer §21.3.1 for detail). Then the frames, containing different components of a presentation under various sectional units, are prepared in the document environment. The title page is generated in the very first frame. The next frame, producing the table of contents through \tableofcontents, is put under \section*{ } for excluding its entry in the table of contents (§22.​1.​1 discusses various options in the table of contents). Then the main contents of a presentation are inserted in intermediate frames, as shown in Table 21.1 producing frames 3 and 4 under one section and two subsections. Finally, the bibliographic reference list and thanks giving may be inserted in the ending frames. These two frames are

Table 21.1

A simple presentation input file

Table 21.2

Slides under the JuanLesPins presentation theme for input file of Table 21.1

prepared under \section*{ } without any argument so as to skip their entry in the table of contents as well as in headline/footline and sidebars (without \section*{ }, these frames may be shown wrongly under the previous sectional unit).

Note that the input file shown in Table 21.1 will be used, inserting additional sections and frames with required changes, in all examples of this Hour as well as those in Hour 22.

21.3.1 Title Page

The title page of a presentation is produced through the \titlepage command. In order to produce the title page in a frame, \titlepage is to be put in the frame environment, or in \frame[ ][ ]{ } as shown in Table 21.1 as Frame 1. The plain option is used here for omitting headline/footline and sidebars in the frame (§21.5.5 discusses in detail).

The title page generally contains sequentially a title, a subtitle, list of authors (or presenters), affiliations of the authors, presentation date, and a symbolic affiliation, which are generated in the preamble through the \title[ ]{ } , \subtitle{ } , \author[ ]{ } , \institute[ ]{ } , \date[ ]{ } , and \titlegraphic{ } commands, respectively.

1.

The title of the presentation is generated as \title [ stitle ] { ftitle } , where the optional stitle is a short title to be used in the headline/footline (if generated) and the mandatory ftitle is the full title to be produced in the title page. The \\ command is allowed for splitting the title in multiple lines.

2.

The \subtitle{ } command may be used for producing a second title, in a smaller size, below the main title.

3.

The list of authors is produced as \author [ sname ] { fname } , where the optional sname is a short name to be used in the headline/footline (if generated) and the mandatory fname is the full list of authors to be produced in the title page. In \author[ ]{ }, two authors are separated by \and . If authors have different affiliations, their names are to be suffixed by \inst{ } with affiliation number in its argument, e.g., \author [ Datta et al. ] { D. Datta \inst { 1 } \and P.K. Nath \inst { 2 } \and S. Dutta \inst { 2 } }.

4.

The affiliation of authors is generated as \institute [ saff ] { faff } , where the optional saff is a short affiliation for headline/footline (if produced) and the mandatory faff is the full affiliation for the title page. Each of multiple affiliations marked in \author[ ]{ } is to be prefixed by the corresponding \inst{ }, and two affiliations are to be separated by \and. If required, line break may also be obtained using \\. For example, \institute [ TU \& NITS ] { \inst { 1 } Tezpur University, Tezpur \\ \and \inst { 2 } National Institute of Technology, Silchar }.

5.

The presentation date may be displayed through \date [ sdate ] { fdate } , where the optional sdate is a short date for headline/footline (if produced) and the mandatory fdate is the full date for the title page, e.g., \date [ 20/06/16 ] { June 20, 2016 }.

6.

Finally, an affiliation logo may be inserted as \titlegraphic { tgraph } , where tgraph could be a piece of plain texts or a figure insertion command as shown in Table 21.1.

21.3.2 Presentation Contents

The actual contents of a presentation generally come in intermediate frames between the frames of the title page and bibliographic reference page as discussed in §21.3.1 and §21.3.3, respectively. The presentation contents of a frame may be produced under a frame title and a frame subtitle, which are generated through the \frametitle{ } and \framesubtitle{ } commands. Such examples are shown in Frame 3 and Frame 4 of Table 21.1, where two frames are produced under the same frame title but different frame subtitles.

Contents of a presentation could be LaTeX supported any text except \verb" " command or verbatim environment. Since the contents of a presentation are generally presented point-wise instead of in paragraph form, the contents of a frame are usually arranged in a listing environment, such as the enumerate, itemize, and description environments (refer Frames 3 and 4 in Table 21.1, where the itemize and enumerate environments are used for the same).

21.3.3 Bibliographic Reference Page

The BEAMER class seeks a bibliographic reference list to be prepared in the thebibliography environment discussed in Hour 14. However, the BibTeX program discussed in Hour 15 is also accepted for the same. In that case, any error or warning message, like ‘ \newblock undefined’, may simply be ignored.

Most of the BEAMER themes (refer §21.4 for detail) put the bibliographic reference list under the default heading References. If not, the same may be generated through \frametitle{ } as the title of the corresponding frame. Further, for a long list of bibliographic references, the allowframebreaks option may be used in the frame for splitting it over multiple slides (§21.5.6 discusses in detail).

21.4 Appearance of a Presentation (BEAMER Themes)

It is always desirable to make a presentation attractive as much as possible. The appearance of a presentation in the beamer document-class can be controlled by five types of themes, which are presentation theme , color theme , font theme , inner theme , and outer theme . A presentation theme generally controls every single detail of the appearance of a presentation. Since every presentation theme uses a default set of other four themes, normally no other theme is required to be specified if a presentation theme is chosen. In order to alter the default setting of a presentation theme, still separate color, font, inner, or outer theme may be used as per requirement or choice.

The above five types of themes are to be loaded in the preamble, respectively, as \usetheme [ oname ] { tname } , \usecolortheme [ oname ] { tname } , \usefonttheme [ oname ] { tname } , \useinnertheme [ oname ] { tname } , and \useoutertheme [ oname ] { tname } , where mandatory tname is the name of the chosen presentation/color/font/inner/outer theme and optional oname is an option to tname. Combining all the five types into a single one, a theme can also be loaded as a package as \usepackage{beamertheme tname }  by appending the fixed word beamertheme with tname, e.g., \usepackage{beamerthemedefault} for loading the default theme, or \usepackage{beamerthemeBerkeley} for loading the Berkeley theme.

21.4.1 Presentation Theme

Various types of available presentation themes are listed in Table 21.3 on the following page. Effects of some of these presentation themes can be noticed in different examples as follows: JuanLesPins in Table 21.2, Frankfurt in Table 22.​3, Hannover in Table 22.​7, Berlin in Table 22.​8, Warsaw in Table 22.​9, Madrid in Table 22.​11, Singapore in Table 22.​12, and Boadilla in Table 22.​14.

Navigational bars appearing under different presentation themes may occupy a large amount of space of a frame, like in displaying sectional units in different lines. If space is crucial, the compress option may be used in \documentclass[ ]{beamer} for making navigation bars globally as small as possible, and also to compress sectional units in one line .

Table 21.3

Various types of presentation themes under the BEAMER package

21.4.2 Color Theme$$^*$$

The appearance of a presentation can be drastically changed using different color themes , which are listed in Table 21.4 on the next page. An outer color theme is used to change the colors of elements in outer themes (§21.4.5 discusses outer

Table 21.4

Various color themes under the BEAMER package

themes), such as headline, footline, and sidebar. On the other hand, an inner color theme specifies the colors of elements in inner themes (§21.4.4 on the next page discusses inner themes), specifically the colors used for blocks. If a color theme is used to change the default inner colors of a presentation theme or another color theme, it should be loaded after the other theme .

21.4.3 Font Theme$$^*$$

The beamer document-class contains a set of font themes , which can be used to change certain font attributes. Such available themes are listed in Table 21.5 .

Table 21.5

Various font themes under the BEAMER package

21.4.4 Inner Theme$$^*$$

An inner theme controls the appearance of the elements occurring inside the main texts of a frame, such as the title, listing/theorem/proof environments, figures, tables, foot notes, and bibliography entries. Various available inner themes are listed in Table 21.6 .

Table 21.6

Various inner themes under the BEAMER package

21.4.5 Outer Theme$$^*$$

An outer theme controls the appearance of the elements occurring around the main texts of a frame, such as the headline, footline, sidebar, logo, and frame title. In other words, an outer theme controls roughly the overall layout of a frame. Various available outer themes are listed in Table 21.7 .

Table 21.7

Various outer themes under the BEAMER package

21.5 Frame Customization$$^*$$

The frames of a presentation can be customized in different ways, such as the logo position, font type, global and local frame sizes, etc.

21.5.1 Logo in Frames

A logo is produced in the title page through \titlegraphic{ } as stated in §21.3.1, or globally in all the frames through \logo{ } as stated in §21.1. The position of the logo in the frames, inserted through \logo{ }, is determined by the chosen theme discussed in §21.4.

If the logo produced by \logo{ } is unsatisfactory, the same can also be produced indirectly as the optional argument of one of the title page generating commands (refer §21.3.1 for detail), e.g., \institute [ TU \quad \epsfig{file= logo_tu.eps ,width= 10 mm } ] { } for producing a graphical logo in the footline along with the institutional name. Note at this juncture that a command with an optional argument cannot be used in an optional argument of another command², e.g., in the above case the graphical logo cannot be produced in [ ] of \institute[ ]{ } through \includegraphics[ ]{ } command specifying the size of the figure in [ ] of \includegraphics[ ]{ }.

21.5.2 Font Type

Even if a font theme is used as discussed in §21.4.3, some font-related changes may still require some document-class specific options or special packages.

In regard to font size, its default value in the BEAMER class is 11 pt. If required, either a smaller font size may be opted in \documentclass[ ]{beamer} to accommodate more texts on each slide, or a larger font size to fill up the slides. Various font sizes defined in the BEAMER class are 8pt, 9pt, 10pt, smaller, 11pt (default), 12pt, bigger, 14pt, 17pt, and 20pt (some of these font sizes may require to load the extsizes package).

In regard to font family, by default the BEAMER class uses the Computer Modern fonts. This can be altered by loading appropriate package in the preamble, e.g., the mathptmx package for the Times font family, or the helvet package for the Helvetica font family.

21.5.3 Frame Size

The default size of a BEAMER frame is 128 mm$$\times $$96 mm, whose aspect ratio is 4:3. This default size can be altered through the aspectratio option to \documentclass[ ]{ } as \documentclass [ \aspectratio= arval ] {beamer}, where arval is the chosen value of the aspect ratio. The available values of arval are listed in Table 21.8 on the next page.

Table 21.8

Available frame sizes in the BEAMER package

21.5.4 Frame Shrinking

Even after adjusting frame size globally as discussed in §21.5.3, if any frame still fails marginally to display its entire contents, either the squeeze or shrink option may be used for shrinking a frame locally by a small amount.

The squeeze option reduces the vertical space between the enumerated and itemized items (i.e., \item in the enumerate and itemize environments) to zero. On the other hand, the shrink option shrinks the texts of a frame by the specified percentage. For example, a frame may be created as \frame[squeeze]{ } or \begin{frame}[squeeze] for eliminating vertical space between enumerated and itemized items, or as \frame[shrink= 5 ] { } or \begin{frame}[shrink= 5 ] for shrinking all texts of the frame by 5%.

21.5.5 Removal of Headline/Footline and Sidebar

Headlines/footlines and sidebars are provided in slides for various reasons, such as displaying the status of a talk at any point of time, information about the presentation or author, containing navigational bars with clickable links to other frames, etc. However, they usually occupy a considerable amount of space of a slide, thus making it difficult in some cases to present a big piece of information, like a figure or a table, which can neither be accommodated in a single slide nor can be split over slides. As stated in §21.4.1, although the compress option in \documentclass[ ]{beamer} can reduce the space occupied by navigation bars in headline/footline and sidebar, it cannot remove them. Moreover, it is a global option to act on all the frames. Hence, in order to create a bigger space locally in a frame, its headline/footline or sidebar can be removed completely using the plain option in the frame. For example, a frame created as \frame[plain]{ } or \begin{frame}[plain] will completely omit the headline/footline and sidebar of the frame, even if any theme (refer §21.4 for theme) is used with global effect for creating headline/footline and sidebar.

21.5.6 Frame Breaking

There may be cases where the entire contents of a frame cannot be displayed on a single slide (i.e., only a portion is displayed by truncating the remaining), even after changing the frame size, or shrinking a frame or removing its headline/footline and sidebar as discussed in §21.5.3–§21.5.5, respectively. Moreover, it also may not be very clear where to manually split such contents for putting in multiple frames, such as listed items, bibliographic list, or long equation array.

In above cases, the allowframebreaks option may be used in the frame (i.e., as \frame[allowframebreaks]{ } or \begin{frame}[allowframebreaks]), which instructs to display the entire textual contents of a frame by allowing to break it into multiple slides, if required. In that case, the slides will be numbered by appending the frame title as I, II,..., e.g., Advantages I, Advantages II, etc. Further, the allowdisplaybreaks option (i.e., as \frame[allowframebreaks, allowdisplaybreaks]{ } or \begin{frame}[allowframebreaks, allowdisplaybreaks]) may also be used if a long array of equations is to be split over multiple slides.

Footnotes

1

Verbatim texts can be inserted in a frame through the \verb" " command or verbatim environment using the containsverbatim option (e.g., as \frame[containsverbatim]{ }) defined in the fancyvrb package (however, it does not work under any overlay specification as discussed in Hour 22).

2

A command with an optional argument cannot be used in an optional argument of another command.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_22

Hour 22

22. Slide Preparation II

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

Preparation procedures of simple slides under different themes are discussed in Hour 21. This Hour is devoted on some more important topics on slide preparation, such as piece-wise presentation of items, BEAMER environments, hyperlinking, etc.

22.1 Piece-Wise Presentation (BEAMER Overlays)

It is always preferred to present (cover, uncover/show, or highlight) the contents of a frame piece-wise, instead of displaying the entire contents in one go only as in the cases discussed in Hour 22. There are many processes for preparing frames, so as to present the contents piece-wise sequentially or in other orders. If the contents of a frame are to be presented piece-wise, the BEAMER will automatically split the frame into that number of slides.

22.1.1 Table of Contents

If a presentation is prepared section-wise, the table of contents of the presentation can be generated using the \tableofcontents command. Moreover, unlike in standard LaTeX, the BEAMER class also allows \tableofcontents to take an optional argument for creating certain special effects through various options. The very first such option is pausesections or pausesubsections  (only one of them is to be used in a presentation). The pausesections option, to be used as \tableofcontents[pausesections], internally issues a \pause command (§22.1.2 discusses \pause in detail) before each section entry in the table of contents, so as to uncover them piece-wise sequentially. The pausesubsections option does the same thing but in the case of subsections.

The second useful option is currentsection . It uncovers only the current section and its subsections under the table of contents, making it useful before starting the presentation of a new section. To get the effect, the table of contents is to be repeated in an additional frame, say as \frame[t]{\tableofcontents[currentsection]}, immediately after each \section[ ]{ } command. Similar to currentsection, BEAMER defines the currentsubsection option also, which uncovers only the current subsection in the current section under the table of contents. To get this effect, the table of contents is to be repeated in an additional frame, say as \frame[t]{\tableofcontents[currentsubsection]}, immediately after each \subsection[ ]{ } command.

22.1.2 Uncovering Sequentially Using the \ pause Command

The easiest way to uncover the contents of a frame is to use the \pause command, which pauses the display of the remaining contents/slides of the frame once a \pause is encountered. If it is inserted in multiple places in a frame, the contents of the frame will be uncovered only up to the first \pause in the first slide, up to the second \pause in the second slide, up to the third \pause in the third slide, and so forth, i.e., the effect of a \pause is terminated upon reaching at the next \pause or \onslide (§22.1.4 on the next page discusses \onslide) or the end of the frame.

An illustrative frame with the use of \pause is shown in Table 22.1 (output is

Table 22.1

Uncovering slide contents piece-wise using the \pause command

not shown). Since \pause is inserted four times, the compilation will automatically split the frame over five slides as follows: the first slide to uncover only \frametitle{ }, the second slide to uncover up to the first \item, the third slide to uncover up to the second \item, the fourth slide to uncover up to the third \item, and the fifth slide to uncover up to the fourth \item, which is also the end of the frame.

22.1.3 Uncovering Sequentially Using the Incremental Specification

As stated in §22.1.2, the \pause command can be used anywhere for pausing the display of further contents/slides of a frame. However, if all the items of a listing environment (such as enumerate or itemize) are to be uncovered sequentially, instead of \pause at the end of each \item, the optional incremental specification ¹ may be used only once at the starting of the environment as shown in the left column of Table 22.2.

Table 22.2

Uncovering items piece-wise using the incremental specification

If a frame contains multiple number of listing environments and their all items are to be uncovered sequentially, instead of inserting the optional incremental specification in each environment, the same may be inserted only once in the frame as a whole as shown in the second column of Table 22.2. This is applicable not only to listed items, but also to other blocks, like theorem, proof, example, etc.

Further, as shown in the third column of Table 22.2, the incremental specification can be modified as +-|alert@+ to alert (i.e., highlight) the current item by red color upon uncovering it. In this case, once the next item is uncovered, it will be highlighted quitting that of the previous item. The second and third slides of this frame under the Frankfurt presentation theme (refer §21.​4.​1 for detail) is shown in Table 22.3.

Table 22.3

Slides with incremental overlay-specification under the Frankfurt presentation theme for the input frame of the third column of Table 22.2

22.1.4 Other Piece-Wise Presentation Specifications$$^*$$

When it is sought to present (i.e., cover, uncover, or highlight) the contents of a frame piece-wise, the BEAMER automatically splits the frame into that number of slides. A piece-wise presentation (overlay) specification in specifies the slide numbers of a frame in which a particular component is to be presented. The rules of such specifications are given in Table 22.4 with some examples. While specifying a slide number in an overlay specification, care must be taken that the corresponding frame has been split at least up to that number of slides, otherwise the intermediate gap will be filled up by generating some identical slides (i.e., slides with the same contents) in between.

Table 22.4

Rules for piece-wise presentation (overlay) specification

There are many commands which can take overlay specifications, as shown in Table 22.4, to instruct in which slides their contents are to be presented. Such commands² are listed in Table 22.5 with some explanatory texts stating the functions

Table 22.5

Commands which can take overlay specifications

of the commands. Although only one slide number is specified in each command, they (except ) can take any type of specifications as shown in Table 22.4. The \alt $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { }{ } command can take only one slide, in which its first argument will be shown and the second argument will be shown in all other slides of a frame. On the other hand, the command alternatively handles three arguments. The first argument is shown in all slides prior to the specified ones, the second argument is shown in the specified slides only, and the third argument is shown in all the slides appearing after the specified ones. If discontinuous slides are specified in (say, 2,4,7), the intermediate non-specified slides are also treated to be prior to the specified ones and hence the first argument will be shown in those non-specified intermediate slides. Note that the alert@ command, used in the third column of Table 22.2 for alerting/highlighting an item, can also be used in the commands of Table 22.5 for alerting an item in particular slides, e.g., \item $${{\mathbf {\mathsf{{{{<}}}}}}}$$ 2 -|alert@ 2 $${{\mathbf {\mathsf{{{{>}}}}}}}$$ for alerting the item in slide 2, or \item $${{\mathbf {\mathsf{{{{<}}}}}}}$$ alert@ 2 , 4 $${{\mathbf {\mathsf{{{{>}}}}}}}$$ for alerting the item in slides 2 and 4.

The overlay-specification supported commands shown in Table 22.5 can be used independently as well as in combination. Moreover, different commands can be used for similar effect, which is clear from their functions given in Table 22.5. Such applications through two frames under the Hannover presentation theme (refer §21.​4.​1 for detail) are shown in Table 22.6 (refer Table 21.​1 for detail coding). The first frame

Table 22.6

Applications of some overlay-specification supported commands

will generate two slides, printing “Result: $$x+y$$ = ? guess what” in the first slide and “Result: $$x+y=$$ z ” in the second slide. On the other hand, the second frame will generate six slides, which are shown column-wise in Table 22.7 on the next page. Notice in these two frames that the slides, in which the items will be presented, are not specified in order. For example, in the second frame, the second \item of the first enumerate environment will be shown in slides 4–6, whereas the \item of the second enumerate environment will be shown in the earlier slide 3 and intermediate slide 5. However, even if the presenting slides are not specified in order in an input file, the positions of the items in any output slide will be in the same order in which they are inserted in the input file³, which can be noticed in Table 22.7.

Table 22.7

Slides with overlay specification under the Hannover presentation theme for the second input frame of Table 22.6

22.2 Environments in BEAMER Class$$^*$$

The BEAMER class defines the visibleenv, invisibleenv and uncoverenv environments, whose effects are the same, respectively, with those of the \visible{ }, \invisible{ } and \uncover{ } commands as stated in Table 22.5.

The BEAMER class also defines some block-type environments for producing a piece of texts with a user-defined heading. Such environments include block, alertblock and exampleblock , which are generally meant for a normal block of texts, an alerting message, and an example-like illustration, respectively. The beamerboxesrounded is another block-type environment, whose contents are framed by a rectangular area with rounded corners. A block-type environment takes its heading as an argument, and it is highlighted in the alertblock environment. A block-type environment also has the provision for taking overlay specifications, on either side of the heading argument, so as to uncover the environment in the specified slides only. Applications of the block-type environments under the Berlin presentation theme (refer §21.​4.​1 for detail) are shown in Table 22.8 (refer Table 21.​1 for detail coding). In this case the \setbeamertemplate{blocks}[rounded][shadow=true] command is also inserted in the preamble, where the argument blocks is used for defining the style of the background blocks of the environments as follows: the

Table 22.8

Slides with block-type environments under the Berlin presentation theme

rounded option instructs to round off the corners of the blocks (if not by default), and the shadow=true option allows to draw shadows behind the blocks as clearly visible in the output slide shown in Table 22.8. In regard of the frame, it is split over three slides as per the used overlay specifications (only the last slide is shown in Table 22.8). Since the block environment will be shown in all the slides of the frame, no overlay specification is required to it. Also notice in the alertblock and exampleblock environments that an overlay specification can be inserted on either side of the heading argument of a block-type environment.

Apart from the above, the BEAMER class defines some theorem-like environments for producing a piece of texts with a default heading. Such environments include corollary, definition , definitions , example , examples , fact , proof , and theorem . The theorem-like environments work in a similar way with those of block-type environments, except that they do not need a mandatory heading argument but an optional argument may be provided as an additional heading. The additional heading is generally produced in a pair of parentheses after the default heading, except in the proof environment. In the proof environment, the default heading “Proof.” is replaced by the optional heading. Moreover, by default a proof environment is ended by a right aligned \qed symbol (a small square). Applications of the theorem, proof and example environments under the Warsaw presentation theme (refer §21.​4.​1 for detail) are shown in Table 22.9 (refer Table 21.​1 for detail coding). In regard of the frame, it is split over three slides as per the used overlay specifications (only the last slide is shown in Table 22.9). Since the theorem environment will be shown in all the slides of the frame, no overlay specification is required to it. Moreover, an optional heading is provided to the example environment, which is produced in a pair of parentheses after the default heading.

Table 22.9

Slides with theorem-like environments under the Warsaw presentation theme

22.3 Table and Figure in Presentation$$^*$$

Tables in BEAMER presentation also can be prepared using the standard LaTeX environment table without any option for vertical positioning. Inside the table environment (even without the table environment), either tabular or tabularx environment can be used for generating tabular cells. Two such examples in a single frame are shown in Table 22.10 on the next page. The used overlay specifications split the frame over six slides. The first example is displayed in the first two slides and the second example in the next four slides. In the first example, the entire table is displayed in slide 2 as a whole, as it is inserted in \only $${{\mathbf {\mathsf{{{{<}}}}}}}$$ 2 $${{\mathbf {\mathsf{{{{>}}}}}}}$$. Further, the table is put in \color $${{\mathbf {\mathsf{{{{<}}}}}}}$$ 2 $${{\mathbf {\mathsf{{{{>}}}}}}}$$ [ ] { } { } for producing it in given color. On the other hand, the table of the second example is inserted in \onslide $${{\mathbf {\mathsf{{{{<}}}}}}}$$ 4 - $${{\mathbf {\mathsf{{{{>}}}}}}}$$ for displaying it in all slides starting from slide 4, in such a way that the first row (after the heading row) will be uncovered in slides 5 and 6,

Table 22.10

Table in BEAMER presentation

while the second row in slide 6 only (these two slides under the Madrid presentation theme are shown in Table 22.11 on the next page). Since more than one cell of a table cannot be presented through a single overlay specification⁴, the entry of each cell is inserted in separate \uncover $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { }, also in \alert $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { } for highlighting them in the specified slides. Note that apart from inserting in \onslide $${{\mathbf {\mathsf{{{{<}}}}}}}$$ 4 - $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { }, the table is also inserted in \color $${{\mathbf {\mathsf{{{{<}}}}}}}$$ 4 - $${{\mathbf {\mathsf{{{{>}}}}}}}$$ [rgb] { 0 , 0 , 0 } { } for producing it in black color, otherwise it would have been produced in the same color specified for the previous slide, i.e., for slide 3.

Like tables, figures from external files also can be inserted in BEAMER presentation using the standard LaTeX environment figure without any option for vertical positioning. Inside the figure environment (even without the figure environment), a figure can be inserted through the standard LaTeX commands \epsfig{ } and \includegraphics [ ]{ } . The \includegraphics [ ]{ } command can take overlay specifications also, in which case its form becomes \includegraphics $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ [ ]{ } , where overlay specifications as stated in Table 22.4 are inserted in . For example,

Table 22.11

Table in slides with overlay specification under the Madrid presentation theme for the second example of Table 22.10

\includegraphics $${{\mathbf {\mathsf{{{{<}}}}}}}$$ 2 $${{\mathbf {\mathsf{{{{>}}}}}}}$$ [ width=5 cm ] { tiger } for displaying the specified figure in slide 2 only, or \includegraphics $${{\mathbf {\mathsf{{{{<}}}}}}}$$ 2 , 5 $${{\mathbf {\mathsf{{{{>}}}}}}}$$ [ width=5 cm ] { tiger } for displaying it in slides 2 and 5.

22.4 Dividing a Frame Column-Wise$$^*$$

It is often required to present some materials in a frame side-by-side, e.g., showing a figure on the left side and explaining it on the right side. As the example shown in Table 22.12 along with a output slide under the Singapore presentation theme,

Table 22.12

Slides with side-by-side materials through the columns environment under the Singapore presentation theme

such a frame can be produced through the columns environment, inside of which each column is created using a \column { cwidth } command with cwidth being the horizontal width of the column.

22.5 Repeating Slides in Presentation$$^*$$

During a presentation, sometime it is required to go back to a particular slide of a previous frame for explanation purpose. The BEAMER class provides the label option and \againframe $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { } command for this purpose, avoiding the need to scroll back to the required slide. In this case, the previous frame is to be labeled with the label option, say as \begin{frame}[label= stress ] to label the frame by stress. Then the \againframe $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { } command is to be inserted in the required location for reproducing the particular slide of the frame, say as \againframe $${{\mathbf {\mathsf{{{{<}}}}}}}$$ 3 $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { stress } for reproducing slide 3 of the frame which is labeled by stress. Without any overlay specification, i.e., inserting as \againframe { stress }, the command will reproduce the entire frame (i.e., its all slides, if produced more than one using any overlay specification in the frame). Note that the \againframe $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { } command is to be inserted outside of any frame.

22.6 Jumping (Hyperlink) to Other Slides$$^*$$

Provision is there in the BEAMER class to jump from the current slide (during presentation) to another slide for various purposes, such as referring to (showing) materials included in another slide, going back after referring, skipping some intermediate slides, etc. It can be done by first issuing a label-word to the frame containing the target slide where the jump is to be made (refer §22.5 for issuing a label-word), and then creating a hyperlinked button in the current slide to go to the target slide by clicking the hyperlinked button. Such a button is created through a button-type command with the texts, to be displayed in the button, as its argument. Then the button is activated (hyperlinked) by inserting it in a hyperlink-type command.

Some commonly used button-type commands are \beamerbutton{ }  (draws a simple button), \beamergotobutton{ }  (draws a button with a right-pointing arrow), \beamerreturnbutton{ }  (draws a button with a left-pointing arrow), and \beamerskipbutton{ }  (draws a button with a double right-pointing arrow). The argument of such a command is the name of the generated button (i.e., texts to be displayed in the button), e.g., Go for detail, Return, Skip proof, etc.

Similarly, the following are the commonly used hyperlink-type commands: \hyperlink $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { }{ }  (links the specified slide), \hyperlinkframestart $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { }{ } (links the first slide of the current frame), \hyperlinkframeend $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { }{ } (links the last slide of the current frame), \hyperlinkframestartnext $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { }{ } (links the first slide of the next frame), \hyperlinkframeendprev $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { }{ } (links the last slide of the previous frame), \hyperlinkpresentationstart $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { }{ } (links the first slide of the presentation), and \hyperlinkpresentationend $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ { }{ } (links the last slide of the presentation). The overlay specification of these commands in is the slide in which the hyperlinked button is to be shown, the first mandatory argument in { } is the label-word of the target frame along with the overlay specification for the target slide in that frame (e.g., stress $${{\mathbf {\mathsf{{{{<}}}}}}}$$ 2 $${{\mathbf {\mathsf{{{{>}}}}}}}$$ for slide 2 of the frame having the label-word stress), and the second mandatory argument in { } is the button-type command as stated above. Note that, in the absence of an overlay specification in a hyperlink-type command, the hyperlinked button will be visible in all the slides of the frame in which it is inserted.

A hyperlinking example is shown in Table 22.13 along with its output in Table 22.14, where an earlier slide is hyperlinked from a latter slide, because of

Table 22.13

Hyperlinking slides in BEAMER presentation

Table 22.14

Hyperlinked slides under the Boadilla presentation theme for the input frames of Table 22.13

which a return hyperlink is also added in the earlier slide (a return button seems essential since the presentation will not return automatically from the linked slide to the slide where it was linked). In this example, the combined command ‘\hyperlink $${{\mathbf {\mathsf{{{{<}}}}}}}$$3$${{\mathbf {\mathsf{{{{>}}}}}}}$$ {layout$${{\mathbf {\mathsf{{{{<}}}}}}}$$2$${{\mathbf {\mathsf{{{{>}}}}}}}$$ } { \beamergotobutton {Layout figure} }’ is inserted to create a button with texts ‘Layout figure’ in slide 3 of the frame LaTeX, so that a click on the button will lead the presentation to slide 2 of the frame layout. Similarly, the button with texts ‘Return’, created using \hyperlink $${{\mathbf {\mathsf{{{{<}}}}}}}$$2$${{\mathbf {\mathsf{{{{>}}}}}}}$$ {LaTeX$${{\mathbf {\mathsf{{{{<}}}}}}}$$3$${{\mathbf {\mathsf{{{{>}}}}}}}$$ } { \beamerreturnbutton {Return} } in slide 3 of the frame layout, will return the presentation to slide 3 of the frame LaTeX.

Footnotes

1

Specific slides of a frame in which a particular item or block is to be shown/not shown are specified in , which in the BEAMER class is known as the overlay specification.

2

In the case of a command having arguments, the overlay specification is put in $${{\mathbf {\mathsf{{{{<}}}}}}}$$ $${{\mathbf {\mathsf{{{{>}}}}}}}$$ in between the command and its arguments (refer Table 22.5 for examples).

3

Even if the presenting slides are not specified in order in overlay specifications, the positions of the items in any output slide will be in the same order in which they are inserted in the input file.

4

More than one cell of a table cannot be presented through a single overlay specification, but each one through a separate specification.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_23

Hour 23

23. Error and Warning Messages

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

Commitment of typographical or logical errors is unavoidable. Most of the errors and warnings in LaTeX can be debugged easily, while some could be a little bit complicated. Some commonly committed errors and subsequent error or warning messages generated by a command-line-based LaTeX compiler are discussed in this Hour.

During compilation of a LaTeX input file, a lot of process-related internal information are displayed, which are not so important particularly for beginners. If the input file, say named ‘lsw.tex’, is free from any error that must be debugged, the compilation will be completed with the following two lines of final information:

Output written on lsw.dvi (12 pages, 50028 bytes).

Transcript written on lsw.log.

In the case of an erroneous file requiring mandatory debugging, however, the compilation will be paused showing the relevant error message immediately after arriving at the first error in the file. In most of the cases, the compilation will be paused with a ‘?’ mark after the error message. By the ? mark, the LaTeX compiler asks the user for an action, which can be responded as follows:

If the error is not clear, ‘h’ may be entered for help.

Allow by pressing the Enter key to try to compile without debugging the error.

If the error is clear, ‘e’ may be entered to lead to the error in the input file. However, care must be taken with this option, since the compiler will open the input file in the terminal if it fails to communicate with the used LaTeX editor. In that case, editing the input file in the terminal, while the same is open in the LaTeX editor also, may even corrupt the input file.

Alternatively, terminate the compilation with ‘Ctrl+z’, and then edit the input file manually in the used LaTeX editor.

23.1 Error Message

Immediately after detecting the first error that must be debugged, the compilation of the LaTeX input file will either be paused without generating any output, or be terminated by generating output up to the previous page of that containing the first error. Then a user needs to take necessary steps to debug the input file according to the error message displayed by the LaTeX compiler. Some commonly generated error messages and their possible reasons are presented below in alphabetical order.

Error:

* (no error message, just paused) .

\end{document} is missing at the end of the LaTeX input file.

Error:

! Display math should end with $$ .

A mathematical symbol or expression is inserted in $ $ in a math-mode, such as in the equation environment or in the \( \)-mode. Following the error message, the serial number of the line in which the error occurs will also be shown marking with l., along with the erroneous expression at the end of the line, e.g.,

l.349      x+y = $ \alpha

Error:

! Double subscript.

Subscript is inserted twice to a single character or symbol, e.g.,

l.54      \frac{x_i_j}{y}

Error:

! Double superscript.

Superscript is inserted twice to a single character or symbol, e.g.,

l.54      \frac{x}{yˆtˆ2}

Error:

! LaTeX Error: Environment --- undefined.

A non-existing or mis-spelled environment is used, e.g.,

l.54      \begin{enumerating}

Environment is correct, but its supporting package is not loaded. LaTeX will not say anything about the package, but the environment will be shown undefined, e.g.,

l.211      \begin{wrapfigure}

In the above example, wrapfigure is a correct environment, but the error is shown since its supporting package wrapfig is not loaded in the preamble.

Error:

! Extra }, or forgotten \endgroup.

Something is ended by ‘}’ without starting it with ‘{’, e.g.,

l.7      ... as follows for a file named \tt lsw.tex}

An environment is used without starting it with \begin{ }. Following the error message, the ending line of the environment will be shown.

Error:

! Extra alignment tab has been changed to \cr.

Extra entries with & are inserted in a row of a column-based environment, like array, eqnarray, tabular, or tabularx. This may also happen if two rows are not separated by \\, or if a column is generated with a wrong option, e.g., use of X in the tabular environment (X is permitted in the tabularx environment only). The erroneous row or the ending line of the environment will be shown after the error message.

Non-existing column number is used in \cline{ } in the tabular or tabularx environment.

Error:

! Extra \right.

Delimiter height adjustment command \right is used without preceding by its complementary command \left, e.g.,

l.35      \frac{x}{y} \right)

Error:

! File ended while scanning use of \---.

See Runaway argument?

Error:

! Illegal parameter number in definition of \---.

More number of arguments is used in \newcommand{ }{ } than defined, e.g.,

l.48      \newcommand{\sq}[1]{#1ˆ{#2}}

Error:

! Illegal unit of measure (pt inserted).

Unrecognized length unit is used, e.g.,

l.24      \begin{minipage}[t]{5.0cn}

Error:

! Improper \prevdepth.

Previous environment is not closed by \end{ }. The ending line of the next environment will be shown after the error message.

Error:

! LaTeX Error: \begin{nenv} on input line -- ended by \end{document}.

Environment ‘nenv’ is opened with \begin {nenv} in line --, but the compilation reached the end of the input file, i.e., \end{document} command, before it is closed with \end {nenv}.

Error:

! LaTeX Error: \begin{nenvs} on input line -- ended by \end{nenvf}.

Environment nenvs is opened with \begin { nenvs } in line --, but forgotten to close it by \end { nenvs } (or mistakenly closed by \end { nenvf }). The ending line of the next environment (or the erroneous closing line) will be shown after the error message.

Error:

! LaTeX Error: Can be used only in preamble.

Something is inserted after \begin{document}, which is permitted in the preamble only, e.g., \usepackage{ }.

Error:

! LaTeX Error: \caption outside float.

The \caption{ } command is inserted outside a float environment, like table or figure.

Error:

! LaTeX Error: Command \--- already defined.

Attempt is made to define an existing command as a new command, which is not permitted, e.g.,

l.29      \newcommand{\alpha}{A Greek letter}

Error:

! LaTeX Error: File ‘---’ not found.

The figure file ‘---’ inserted through \epsfig{ } or includegraphics[ ]{ } is either not available or not in proper format, e.g.,

l.246      ...ludegraphics{file=pot.eps, width=2cm}

In the above example, the figure file might be available, but it is read as ‘file=pot.eps, width=2cm’, not as ‘pot.eps’. This is due to the fact that the figure is inserted using the syntax of \epsfig{ } in \includegraphics[ ]{ }.

Error:

! LaTeX Error: File ‘---.cls’ not found.

Either an unavailable or a mis-spelled document-class file is inserted in \documentclass{ } (cls extension means a document-class file).

Error:

! LaTeX Error: File ‘---.sty’ not found.

Either an unavailable or a mis-spelled package file is loaded through \usepackage{ } in the preamble (sty extension means a style file, which is used as a package).

Error:

LaTeX Error: Lonely \item--perhaps a missing list environment.

The \item command is inserted outside a listing environment, like enumerate, itemize, or description. The erroneous line, or the next line if the \item command has no content, will be shown after the error message.

Error:

! LaTeX Error: Missing \begin{document}

Either some contents of a document are inserted before \begin{document} or \begin{document} is missing.

Error:

! LaTeX Error: No \title given.

The \maketitle command is not preceded by \title{ }, or it is missing.

Error:

! LaTeX Error: Not in outer par mode.

Two non-permitted environments are nested, like figure in minipage or table. Following the error message, the first line in the inner environment will be shown.

Error:

! LaTeX Error: Option clash for package ---.

The same package is loaded multiple times using \usepackage[ ]{ } with different options. The next line after the last erroneous package loading will be shown after the error message.

Error:

! LaTeX Error: Something’s wrong--perhaps a missing \item.

No \item is inserted in a listing environment, like enumerate, itemize, or description. The ending line of the environment will be shown after the error message.

A non-permitted environment is nested inside a secondary environment, like verbatim in tabular.

Error:

! LaTeX Error: There’s no line here to end

The \vspace{ } command is preceded by a blank line, or followed by a new line or a line break command, like \\, \newline or \linebreak. Following the error message, the next line that of \vspace{ } will be shown.

Error:

! LaTeX Error: Too deeply nested.

Excess number of environments are nested. The starting line of the first excess nested environment will be shown after the error message.

Error:

! LaTeX Error: Too many columns in eqnarray environment.

More than three columns, i.e., more than two &, are used in a single row of the eqnarray environment. The ending line of the environment will be shown after the error message.

Error:

! LaTeX Error: Undefined tab position.

A tab is used in a row of the tabbing environment, which is not defined earlier, e.g.,

l.253      Volume (V)      \> = bdh      \> High

Error:

! LaTeX Error: Unknown option ‘ --- ’ for package ‘ --- ’.

An unknown option is inserted in \usepackage[ ]{ } while loading a particular package. The erroneous line, shown after the error message, may be somewhat strange, e.g.,

l.40      \RequirePackage

Error:

! LaTeX Error: \verb illegal in command argument.

The \verb" " command is inserted in the argument of another command, e.g.,

l.54      \textcolor{red}{\verb"This is in red color"}

Error:

! Misplaced alignment tab character &.

Alignment tab & is inserted in a wrong place (it is used in column-based environments, like array, eqnarray, tabular, or tabularx).

Error:

! Misplaced \noalign.

Previous row prior to a \hline command in the tabular or tabularx environment is not ended by the line-break command \\. The ending line of the environment will be shown after the error message.

Error:

! Missing } inserted.

Something is started with ‘{’ in a paragraph within an environment other than document, but it is not closed by ‘}’. The ending line of the environment will be shown after the error message. Since the exact location of the error is not shown, it may take some time to manually locate the error inside the environment.

Error:

! Missing $ inserted.

Either the symbol or the environment shown after the error message is to be inserted in a math-mode (say in $ $, \( \), \[ \], or equation environment), e.g.,

l.304      Greek letter \alpha

or,

l.364      \begin{array}{ll}

Error:

! Missing control sequence inserted.

The first argument of \newcommand{ }{ } or \renewcommand{ }{ } is not a command, i.e., not preceded by a \, e.g.,

l.42      \newcommand{sq}[2]{#1ˆ{#2}}

Error:

! Missing \endcsname inserted.

The name of an environment is preceded by a \ in \begin{ } or \end{ }, e.g.,

l.24      \begin{\tabular}

The first argument of \newcommand{ }{ } is missing. The next line of the erroneous one will be shown after the error message.

Error:

! Missing \endgroup inserted.

In a group of nested environments, an inner environment is not ended by \end{ }, e.g., while using tabular in table and closing table by \end{table} without closing tabular by \end{tabular}.

Error:

! Missing number, treated as zero.

A numerical-valued argument of a command or environment is missing, or a nonnumeric value is assigned to it. The erroneous line, or the next line if the argument was the last term of the erroneous line, will be shown after the error message, e.g.,

l.34      \hspace c

or,

l.25      \begin{tabularx}{}{|l|c|c|}

Error:

! Missing \right. inserted.

Delimiter height adjustment command \left is not closed by the complementary command \right. Following the error message, the erroneous line or the ending line of the environment in which the error occurs will be shown, e.g.,

l.116      \ [f\left(\frac{x+1}{2}+2)\ ]

Error:

! Package varioref Error: \vref at page boundary -- - -- (may loop).

The effect of the \vref{ } command falls in the last line of a page of the output file, which will be displayed as, e.g.,

l.630      ...ed in \S\vref{sec:colwidth}

This error is something like a warning only. Hence, the compilation may be allowed to continue without bothering about it.

Error:

! Package xcolor Error: Undefined color ‘---’.

The inserted color is not defined through \definecolor{ }{ }{ } supported by the color package. Following the error message, the erroneous line will be shown, e.g.,

l.263      ...r{LightBlue}{This is in light blue color}

Error:

! Paragraph ended before \--- was complete.

See Runaway argument?

Error:

Runaway argument?

Something is started with ‘{’, but not closed by ‘}’. The line number shown below the error message may point to a broader location of the error. However, the exact location of ‘{’ can be found easily by checking the immediate next line of the error message and then it can be closed by ‘}’ in the proper location, e.g.,

{enumerate \section {Unnumbered listing} \ETC.

or,

Column {\bf X is used in tabular environment \ETC.

The above two examples indicate that ‘{’ prior to ‘enumerate’ and ‘\bf’, respectively, are not closed by ‘}’.

Error:

! TeX capacity exceeded, sorry [input stack size=---].

The first argument of \renewcommand{ }{ } is empty, or a fragile command is inserted as an argument of another command, say \footnote{ } in \section{ }. Compilation will not be paused in any of the cases, but the output file will be generated up to the previous page of that containing such error. Following the error message, the erroneous line will be shown, e.g.,

l.32      \renewcommand{}

or,

l.213      ...{\footnote{} is a fragile command.}

Error:

! Too many }’s

See ! Extra }, or forgotten \endgroup.

Error:

! Undefined control sequence.

An unavailable or mis-spelled command is inserted, e.g.,

l.60   ...ommand is inserted. The Greek letter \alfa

Command is correct, but its supporting package is not loaded. LaTeX will not say anything about the package, but the command will be shown as an undefined control sequence, e.g.,

l.78      This is in \textcolor

In the above example, \textcolor is a correct command, but the error is shown since its supporting package color is not loaded in the preamble.

23.2 Warning Message

In the case of not having any error that must be debugged, the compilation of a LaTeX input file, say named ‘lsw.tex’, by the latex command will generate the output with the following two lines of final information:

Output written on lsw.dvi (12 pages, 50028 bytes).

Transcript written on lsw.log.

If the input file contains any labeling and cross-referencing, i.e., labeling numbered items with \label{ } and referring them with , or citing a bibliographic item with \cite{ }, two or three lines of warning messages may also be seen somewhere above the two lines of final information mentioned above. Such warning messages will be like those as shown below:

... Warning: There were undefined citations.

LaTeX Warning: There were undefined references.

LaTeX Warning: There were multiply-defined labels.

The first two warning messages may disappear upon completing the compilation of the input file as discussed in §14.​3, 15.​4 or 16.​2.​3. However, it is a matter of concern if any of such warning messages still remains.

Warning:

... Warning: There were undefined citations.

This is a warning from the bibliographic reference generator, e.g., ‘Package natbib Warning’ if bibliographic references are generated through the natbib package. The warning message means that some citation keys used in the \cite{ } command are unknown, may be undefined or mis-spelled in the bibliographic list. Checking the list of information generated by the LaTeX compiler, such errors can be found very easily, e.g.,

Package natbib Warning: Citation ‘lko’ undefined on input line 271.

Alternatively, the output file (i.e., the .dvi file) may be checked for ‘?’ sign, where each of such errors will be marked by a ‘?’ sign. Once the location of an error is found in the .dvi file, the required correction can be made in the input file.

Warning:

LaTeX Warning: There were undefined references.

This warning message says that some reference keys used in the command (or other similar commands, such as \vref{ }, \pageref{ }, \vpageref{ } and ) are either mis-spelled or not defined through the \label{ } command. As in above, these errors can also be found very easily by checking the list of information generated by the LaTeX compiler, e.g.,

LaTeX Warning: Reference ‘pichart’ undefined on input line 269.

Alternatively, the output file (i.e., the .dvi file) may be checked for ‘??’ sign, where each of such errors will be marked by ‘??’ sign. Once the location of an error is found in the .dvi file, the required correction can be made in the input file.

Warning:

LaTeX Warning: There were multiply-defined labels.

This is the warning message if the same reference key is defined multiple times through the \label{ } command, i.e., multiple items are labeled by the same reference key. Unlike in the above two warnings, LaTeX will not show the location of the error in this case. However, checking the list of information generated by the LaTeX compiler, it can be found which reference key is defined multiple times, e.g.,

LaTeX Warning: Label ‘vcomp’ multiply defined.

Once the multiply defined reference key is found, the input file can be checked for the locations where it is defined.

23.3 Error Without Any Message

There might be some visual errors, which LaTeX cannot catch and hence the output is generated without any error or warning message. Some of such cases are addressed below:

A table may be printed in a wrong location if wrong syntax is used in \begin{table}[ ] for vertical alignment, say l, c or r in place of h, b, t or H.

Strange sectioning numbers will be generated if various sectioning commands are not used in a proper order, e.g., \subsection{ } without preceded by \section{ }, or \subsubsection{ } without preceded by \subsection{ }.

If a font type command shown in Table 2.​1 is used for changing fonts of a particular portion, but forgotten to put it in { } or to change it by another applicable font type command, the fonts of the entire remaining contents of a document will be changed. For example, \tt not in { }, or \scshape is not followed by \upshape.

23.4 Tips for Debugging

It may be difficult to debug a LaTeX input file if it contains a huge number of errors. Sometimes a single error committed in one place may also cause many more errors in the remaining portion of a document, thus making the debugging of the LaTeX input file complicated and cumbersome. Hence, it would be a good practice to proceed as follows:

1.

Periodically compile the input file, i.e., without waiting to finish the typing of the entire input file, compile it upon completion of the typing of each segment, say a paragraph or a table.

2.

If it becomes difficult to identify or debug an error, first comment the entire doubtful segment with % sign. Then compile the input file repeatedly, each time uncommenting a line or a subsegment in order, until the erroneous line (or subsegment) is detected for debugging.

© Springer International Publishing AG 2017

Dilip DattaLaTeX in 24 Hours10.1007/978-3-319-47831-9_24

Hour 24

24. Exercise

Dilip Datta1  

(1)

Department of Mechanical Engineering, Tezpur University, Tezpur, Assam, India

Dilip Datta

Email: ddatta@tezu.ernet.in

Email: datta_dilip@rediffmail.com

Problem 24.1

Prepare the following table incorporating the \toprule[ ], \midrule[ ], \bottomrule[ ], and \addlinespace[ ] commands. It shows the Romberg’s integration procedure.

Problem 24.2

Write the following pseudocode incorporating the \vline command. It is the formation of a random permutation of n.

Problem 24.3

Prepare the following table incorporating \tabcolsep, \rule{ 0 pt} { }, and \noindent, if required. It shows the weekly lecture schedule of an academic Institute.

Problem 24.4

Prepare the following table incorporating \tabcolsep, \rule{ 0 pt} { }, \noindent, and \rowcolor{ } as per requirement. It shows the programme and instructor-wise weekly lecture schedule of another academic Institute.

Problem 24.5

Prepare the following crossword puzzle table incorporating the \extrarowheight and \cellcolor{ } commands.

Problem 24.6

Write the following conditional expression using the cases environment.

Problem 24.7

Write the following conditional expression using the array environment.

Problem 24.8

Write the following expression using the array environment.

Problem 24.9

Write the following expression using the \frac{ }{ } command.

Problem 24.10

Prepare the following problem solving procedure incorporating the tabbing environment, and nested flalign and array environments. You can also use @{ } for adjusting blank space between two columns.

Problem 24.11

Prepare the following page incorporating \vskip. Note that the figure is not inserted here as a watermark as discussed in §18.​7.

Problem 24.12

Prepare the following two pages with twocolumn and landscape options incorporating \hfill, \clearpage, \newpage, etc. The value of enumi may also be changed. It is a template for two-sided question paper. Upon printing on both side of a page, it will give a two-sided question paper on a half of the page. If reprinted by turning the page, another copy of the question paper can be obtained on the other half of the page.

Problem 24.13

Prepare the following office letter incorporating the tabularx environment and \rule{ }{ } command.

Appendix A

Symbols and Notations

There are many symbols and notations which may need to be used in a document. Moreover, there exist many special letters used in different languages. All such symbols and letters are to be produced in a LaTeX document through commands. On the other hand, as mentioned in § 1.​6 and given in Table  1.​4 , many keyboard symbols and notations also cannot be used directly in a LaTeX document, but through some commands. Such commonly used symbols, notations, and letters are listed here.

A.1 Text-Mode Accents and Symbols

Text-mode accents and symbols can be produced in running texts without using any special LaTeX package. Commands for producing various non-English accents are given in Table  A.1 for the letter ‘ o ’. The commands are equally applicable to other

Table A.1

Text-mode non-English accents

letters also, except i and j . In order to remove their dots in accents, i and j are be replaced by \i and \j for producing ı and

), respectively, e.g., \"{\i} for producing ï or \v{\j} for producing . Note that an accent can be generated without a letter also, e.g., \c{ } will produce a or \v{ } will produce a . Since \= , \ˋ , and \’ are reserved for special purposes in the tabbing environment, these cannot be used directly for producing accents in that environment (refer § 6.​2.​2 for detail).

Table A.2 shows some text-mode non-English symbols, where the commands ?ˋ and !ˋ , producing ?‘ and !‘, respectively, are noticeable as they are not preceded by any  \ . Some other miscellaneous text-mode symbols are given in Table  A.3 .

Table A.2

Text-mode non-English symbols

Table A.3

Text-mode miscellaneous symbols

Many commands of Tables  A.1 , A.2 , and A.3 may not work in math-mode, in which case a command may be applied through \mbox{ } or \text{  }  (refer § 12.​1 for detail).

A.2 Math-Mode Symbols

The commands required for producing math-mode symbols and letters, like $${\alpha }$$ or $${\beta }$$ , are defined in separate packages, such as amssymb , amsmath , and stmaryrd . All the three packages can be loaded in the preamble through the single command \usepackage{amssymb,amsmath,stmaryrd} . Note that in running texts, a math-mode command is to be inserted in an inline math-mode, such as $ $ , or \( \) , e.g., $\beta$ for producing $${\beta }$$ or \( x ˆ 2+y ˆ 2=r ˆ 2 \) for producing $$x^2+y^2=r^2$$  (refer § 11.​3 for detail). On the other hand, if a symbol is to be produced in boldface, it may be inserted through the \boldsymbol{ } command, e.g., $\boldsymbol{\beta}$ in inline, or \boldsymbol{\beta} in a math-mode, will produce $$\varvec{\beta }$$  ( $$\beta $$ in boldface).

Commands for producing various Greek letters are given in Table  A.4 on the next page. The command for a lowercase Greek letter is its name in lowercase preceded by a \ , while that for a uppercase letter is its name with the first letter in uppercase, preceded by a \ .

Various binary operators, relation operators, and arrow symbols are given in Tables  A.5 , A.6 , A.7 , A.8 , A.9 , A.10 , A.11 , and A.12 . Similar to the text-mode accents of Table  A.1 , some math-mode accents also exist which are given in Table  A.13  (an accent command can be used twice to obtain a double accent, e.g., \acute{\acute { x }} will produce $$\acute{\acute{x}}$$ ). Different delimiters, a pair of which is used for enclosing an expression, are given in Table  A.14 . Moreover, some mathematical functions and other miscellaneous symbols are provided in Tables  A.15 and A.16 .

Table A.4

Greek letters (math-mode)

Table A.5

AMS binary operators (math-mode)

Table A.6

Stmaryrd binary operators (math-mode)

Table A.7

AMS relation operators (math-mode)

Table A.8

Stmaryrd relation operators (math-mode)

Table A.9

AMS negated relation operators (math-mode)

Table A.10

Arrow symbols (math-mode)

Table A.11

AMS arrow symbols (math-mode)

Table A.12

Stmaryrd arrow symbols (math-mode)

Table A.13

Accents and constructs (math-mode)

Table A.14

Delimiter symbols (math-mode)

Table A.15

Mathematical functions (math-mode)

Table A.16

Math-mode miscellaneous symbols

Bibliography

1.

Goossens M, Mittelbach F, Samarin A (1994) The LaTeX companion. Addison-Wesley Publishing Company, Reading

2.

Goossens M, Rahtz S, Mittelbach F (1997) The LaTeX graphics companion. Addison-Wesley Longman Inc., Reading

3.

Harvey J, Greenberg A (2000) Simplified introduction to LaTeX. Technical report, Mathematics Department, University of Colorado at Denver. http://​www.​cudenver.​edu/​hgreenbe

4.

Kopka H, Daly PW (1995) A guide to LaTeX2 $$_\varepsilon $$ . Addison-Wesley, Harlow

5.

Lamport L (1994) LaTeX: user’s guide and reference manual. Pearson Education, Englewood Cliffs

6.

Frank M, Michel G, Johannes B, David C, Chris R (2004) The LaTeX companion. Addison-Wesley, Boston

7.

Oetiker T, Partl H, Hyna I, Schlegl E (2006) The not so short introduction to LaTeX  $$2_\varepsilon $$ . Technical report. https://​www.​CTAN.​org/​tex-archive/​info/​lshort

8.

Tantau T, Wright J, Miletić V (2015) The BEAMER class: user guide for version 3.36. http://​bitbucket.​org/​rivanvx/​beamer

9.

TeX. http://​tex.​stackexchange.​com

Index

!# . . .

! , see also Figure, Index, Table

\! , see also Blank space

!| , see also Index

\"{ o } (ö), see also Accent (text)

~ , see also Blank space, Line break

\~{ o } (õ), see also Accent (text)

| , see also Index, Table

|( , |) , see also Index

' ( $$'$$ ), see also Equation

\' , see also Tabbing

\'{ o } (ó), see also Accent (text)

\( \) , see also Text-mode equation

*{}{} , see also Table

+- , see also Slide presentation

\, , see also Blank space, Line break

- , - - , - - -

\- , see also Hyphenating

\/ , see also Font shape

\: , see also Blank space

\; , see also Blank space

\= , see also Tabbing

\={o} (ō), see also Accent (text)

\ $${\mathbf {\mathsf{{>}}}}$$ , see also Tabbing

$${\mathbf {\mathsf{{>}}}}$$ {} , see also Table

$${\mathbf {\mathsf{{>}}}}$$ {$} $${\mathbf {\mathsf{{<}}}}$$ {$} , see also Table

?‘  ( ), see also Symbol (text)

@ , see also Index

\@ , see also Blank space

@{} , see also Table

\@addtoreset{}{}

@article{} , see also Bibliography

\@author , see also Article

@book{} , see also Bibliography

@booklet{} , see also Bibliography

@conference{} , see also Bibliography

\@dotsep , see also Contents

@{\extracolsep{}} , see also Table

@inbook{} , see also Bibliography

@incollection{} , see also Bibliography

@inproceedings{} , see also Bibliography

@manual{} , see also Bibliography

@mastersthesis{} , see also Bibliography

@misc{} , see also Bibliography

@phdthesis{} , see also Bibliography

@proceedings{} , see also Bibliography

@techreport{} , see also Bibliography

\@title , see also Article

@unpublished{} , see also Bibliography

\[ \] , see also Equation

[ ] , see also Delimiter

\

\# (#), see also Symbol (text)

\$ ($), see also Symbol (text)

$ $ , see also Text-mode equation

$ < $ (<), see also Keyboard character

$ > $ (>), see also Keyboard character

$\backslash$ ( $$\textbackslash $$ ), see also Keyboard character

$\sim$ (~), see also Keyboard character

%

\% (%), see also Keyboard character

& , see also Equation, Table

\& (&), see also Keyboard character

ˆ , see also Equation

\ˆ (ˆ ), see also Keyboard character

\ˆ { o } ( $$\hat{\rm{o}}$$ ), see also Accent (text)

_ , see also Equation

\_ (_), see also Keyboard character

$${\mathbf {\mathsf{{<>}}}}$$ , see also Slide presentation

\\ , see also New line, Tabbing, Table

\\* , see also New line

\\*[] , see also New line

\\[] , see also New line

\\\\ , see also New line

⊔ , see also Verbatim text

\{ ({), see also Keyboard character

{}

\} (}), see also Keyboard character

\`{ o } (ò), see also Accent (text)

10pt , 11pt , 12pt , see also Document, Font size

A a

\a'{ o } (ó), see also Tabbing

a4paper , a5paper , see also Page size

\a={ o } (ō), see also Tabbing

\a'{ o } (ò), see also Tabbing

\AA (Å), see also Symbol (text)

\aa (å), see also Symbol (text)

abbrv , abbrvnat , see also Bibliography

\abovecaptionskip , see also Figure, Table

abstract , see also Article

\abstractname , see also Article

Accent (math-mode)

\acute{ x } ( $$\acute{x}$$ )

\bar{ x } ( $$\bar{x}$$ )

\breve{ x } ( $$\breve{x}$$ )

\check{ x } ( $$\check{x}$$ )

\ddot{ x } ( $$\ddot{x}$$ )

\dot{ x } ( $$\dot{x}$$ )

\grave{ x } ( $$\grave{x}$$ )

\hat{\imath} ( $$\hat{\imath }$$ )

\hat{\jmath} ( $$\hat{\jmath }$$ )

\hat{ x } ( $$\hat{x}$$ )

\mathring{ x } ( $$\mathring{x}$$ )

\overbrace{ x } ( $$\overbrace{x}$$ )

\overleftarrow{ x } ( $$\overleftarrow{x}$$ )

\overline{ x } ( $$\overline{x}$$ )

\overrightarrow{ x } ( $$\overrightarrow{x}$$ )

\sqrt[ n ]{ x } ( $$\root n \of {x}$$ )

\sqrt{ x } ( $$\sqrt{x}$$ )

\tilde{\imath} ( $$\tilde{\imath }$$ )

\tilde{\jmath} ( $$\tilde{\jmath }$$ )

\tilde{ x } ( $$\tilde{x}$$ )

\underbrace{ x } ( $$\underbrace{x}$$ )

\vec{\imath} ( $$\mathbf {\imath }$$ )

\vec{\jmath} ( $$\mathbf {\jmath }$$ )

\vec{ x } ( $$\mathbf {x}$$ )

x ' ( $$x'$$ )

Accent (text-mode)

\"{ o } (ö)

\~{ o } (õ)

\'{ o } (ó)

\={ o } (ō)

\ˆ { o } ,(ˆo)

\`{o} (ò)

\b{ o } ( )

\c{ o } ( )

\t{ oo }  ( )

\u{ o }  ( )

\v{ o }  ( )

acm , see also Bibliography

\acute{ x } ( $$\acute{x}$$ ), see also Accent (math)

\addcontentsline{}{}{} , see also Contents

\addlinespace[] , see also Table

address , see also Bibliography

\address{} , see also Letter

\addtocontents{}{} , see also Contents

\addtocounter{}{} , see also Sectional unit

\@addtoreset{}{}

\AE (Æ), see also Symbol (text)

\ae (æ), see also Symbol (text)

albatross , see also Slide presentation

\aleph ( $$\aleph $$ ), see also Symbol (misc)

alert@ , see also Slide presentation

\alert $${\mathbf {\mathsf{{<>}}}}$$ {} , see also Slide presentation

alertblock , see also Slide presentation

align , align* , see also Equation

alignat , alignat* , see also Equation

aligned , see also Equation

Alignment

center

\centering

flushleft

flushright

\raggedleft

\raggedright

allowdisplaybreaks , see also Slide

allowframebreaks , see also Slide

alltt , see also Verbatim text

Alph , see also Numbering

\Alph{} , see also Numbering

alph , see also Numbering

\alph{} , see also Numbering

alpha , see also Bibliography

\alpha ( $$\alpha $$ ), see also Greek letter

\alt $${\mathbf {\mathsf{{<>}}}}$$ {}{} , see also Slide presentation

\amalg ( $$\amalg $$ ), , see also Binary operator

ampmtime , see also Time

amsart , see also Article, Document

amsfonts , see also Font (math)

amsmath , see also Equation

amssymb , see also Font (math), Symbol (math)

amsthm , see also Users macros

\and , see also Article, Slide presentation

angle , see also Bibliography, Figure

\angle ( $$\angle $$ ), see also Symbol (misc)

AnnArbor , see also Slide presentation

Antibes , see also Slide presentation

apalike , see also Bibliography

appendices , see also Contents

appendix , see also Book, Contents

\appendix , see also Book

\appendixname , see also Users macros

\approx ( $$\approx $$ ), see also Relation operator

\approxeq ( $$\approxeq $$ ), see also Relation operator

arabic , see also Numbering

\arabic{} , see also Numbering

\arc[](){} , see also Figure (drawing)

\arccos~ x , see also Function (math)

\arcsin~ x , see also Function (math)

\arctan~ x , see also Function (math)

\arg ( $$\arg $$ ), see also Function (math)

array , see also Equation, Table

\arraycolsep , see also Equation

\arrayrulewidth , see also Table

Arrow (math-mode)

\circlearrowleft ( $$\circlearrowleft $$ )

\circlearrowright ( $$\circlearrowright $$ )

\curvearrowleft ( $$\curvearrowleft $$ )

\curvearrowright ( $$\curvearrowright $$ )

\Downarrow ( $$\Downarrow $$ )

\downarrow ( $$\downarrow $$ )

\downdownarrows ( $$\downdownarrows $$ )

\downharpoonleft ( $$\downharpoonleft $$ )

\downharpoonright ( $$\downharpoonright $$ )

\gets ( $$\leftarrow $$ )

\hookleftarrow ( $$\hookleftarrow $$ )

\hookrightarrow ( $$\hookrightarrow $$ )

\leadsto ( $$\leadsto $$ )

\Leftarrow ( $$\Leftarrow $$ )

\leftarrow ( $$\leftarrow $$ )

\leftarrowtail ( )

\leftarrowtriangle ( )

\leftharpoondown ( $$\leftharpoondown $$ )

\leftharpoonup ( $$\leftharpoonup $$ )

\leftleftarrows ( $$\leftleftarrows $$ )

\Leftrightarrow ( $$\Leftrightarrow $$ )

\leftrightarrow ( $$\leftrightarrow $$ )

\leftrightarroweq ( )

\leftrightarrows ( $$\leftrightarrows $$ )

\leftrightarrowtriangle ( )

\leftrightharpoons ( $$\leftrightharpoons $$ )

\leftrightsquigarrow ( $$\leftrightsquigarrow $$ )

\lightning ( $$\lightning $$ )

\Lleftarrow ( )

\Longleftarrow ( $$\Longleftarrow $$ )

\longleftarrow ( $$\longleftarrow $$ )

\Longleftrightarrow ( $$\Longleftrightarrow $$ )

\longleftrightarrow ( $$\longleftrightarrow $$ )

\Longmapsfrom ( )

\longmapsfrom ( )

\Longmapsto ( $$\Longmapsto $$ )

\longmapsto ( $$\longmapsto $$ ),

\Longrightarrow ( $$\Longrightarrow $$ )

\longrightarrow ( $$\longrightarrow $$ )

\looparrowleft ( $$\looparrowleft $$ )

\looparrowright ( $$\looparrowright $$ )

\Lsh ( $$\Lsh $$ )

\Mapsfrom ( )

\mapsfrom ( )

\Mapsto ( $$\Mapsto $$ )

\mapsto ( $$\mapsto $$ )

\multimap ( )

\nearrow ( $$\nearrow $$ )

\nLeftarrow ( )

\nleftarrow ( $$\nleftarrow $$ )

\nLeftrightarrow ( $$\nLeftrightarrow $$ )

\nleftrightarrow ( $$\nleftrightarrow $$ )

\nnearrow ( )

\nnwarrow ( )

\nRightarrow ( $$\nRightarrow $$ )

\nrightarrow ( $$\nrightarrow $$ )

\nwarrow ( $$\nwarrow $$ )

\Rightarrow ( $$\Rightarrow $$ )

\rightarrow ( $$\rightarrow $$ )

\rightarrowtail ( $$\rightarrowtail $$ )

\rightarrowtriangle ( )

\rightharpoondown ( $$\rightharpoondown $$ )

\rightharpoonup ( $$\rightharpoonup $$ )

\rightleftarrows ( $$\rightleftarrows $$ )

\rightleftharpoons ( $$\rightleftharpoons $$ )

\rightrightarrows ( $$\rightrightarrows $$ )

\rightsquigarrow ( $$\rightsquigarrow $$ )

\rrparenthesis ( )

\Rsh ( $$\Rsh $$ )

\searrow ( $$\searrow $$ )

\shortdownarrow ( )

\shortleftarrow ( )

\shortrightarrow ( )

\shortuparrow ( )

\ssearrow ( )

\sswarrow ( )

\swarrow ( $$\swarrow $$ )

\to ( $$\rightarrow $$ )

\twoheadleftarrow ( $$\twoheadleftarrow $$ )

\twoheadrightarrow ( $$\twoheadrightarrow $$ )

\Uparrow ( $$\Uparrow $$ )

\uparrow ( $$\uparrow $$ )

\Updownarrow ( $$\Updownarrow $$ )

\updownarrow ( $$\updownarrow $$ )

\upharpoonleft ( $$\upharpoonleft $$ )

\upharpoonright ( $$\upharpoonright $$ )

\upuparrows ( $$\upuparrows $$ )

\Arrowvert ( $$\Arrowvert $$ ), see also Delimiter

\arrowvert ( $$\arrowvert $$ ), see also Delimiter

Article

\@author

\@title

abstract

\abstractname

amsart

\and

article

\author{}

\date{}

document

\documentclass[]{}

abstract

titlepage

twocolumn

\maketitle

\onecolumn[]

\paragraph{}

Section-wise item numbering

\section{}

\subparagraph{}

\subsection{}

\subsubsection{}

\thanks{}

\title{}

\twocolumn[]

article , see also Article, Document

aspectratio , see also Slide presentation

\ast ( $$*$$ ), see also Binary operator

\asymp ( $$\asymp $$ ), see also Relation operator

author , see also Bibliography

\author[]{} , see also Slide presentation

\author{} , see also Article

authoryear , see also Bibliography

B b

b5paper , see also Document, Page size

b{} , see also Table

\b{ o } ( ), see also Accent (text)

\backepsilon ( $$\backepsilon $$ ), see also Relation operator

\backmatter , see also Book

\backprime ( $$\backprime $$ ), see also Symbol (misc)

\backsim ( $$\backsim $$ ), see also Relation operator

\backsimeq ( $$\backsimeq $$ ), see also Relation operator

\backslash ( $$\backslash $$ ), see also Delimiter

\bar{ x } ( $$\bar{x}$$ ), see also Accent (math)

\baro ( ), see also Binary operator

\barwedge ( $$\barwedge $$ ), see also Binary operator

\Bbb{} , see also Font (math)

\Bbbk ( $$\Bbbk $$ ), see also Symbol (misc)

\bbslash ( ), see also Binary operator

Bcenter , see also Boxed texts

Bdescription , see also Boxed texts

beamer , see also Document, Slide presentation

beamerboxesrounded , see also Slide

\beamerbutton{} , see also Slide presentation

\beamergotobutton{} , see also Slide

\beamerreturnbutton{} , see also Slide

\beamerskipbutton{} , see also Slide

beaver , see also Slide presentation

\because ( $$\because $$ ), see also Relation operator

beetle , see also Slide presentation

\begin{} , see also Fragile command

\begin{enumerate}[] , see also Listing

\begin{tabular}[]{} , see also Table

\begingroup ... \endgroup

\belowcaptionskip , see also Figure, Table

Benumerate , see also Boxed texts

Beqnarray , see also Boxed texts

Beqnarray* , see also Boxed texts

Bergen , see also Slide presentation

Berkeley , see also Slide presentation

Berlin , see also Slide presentation

\beta ( $$\beta $$ ), see also Greek letter

\beth ( $$\beth $$ ), see also Symbol (misc)

\between ( $$\between $$ ), see also Relation operator

{\bf } , see also Font series

Bflushleft , see also Boxed texts

Bflushright , see also Boxed texts

\bfseries , see also Font series

bfseries , see also Font series

\bibitem[]{} , see also Bibliography

Bibliography

B ib TeX

@article{}

@book{}

@booklet{}

@conference{}

@inbook{}

@incollection{}

@inproceedings{}

@manual{}

@mastersthesis{}

@misc{}

@phdthesis{}

@proceedings{}

@techreport{}

@unpublished{}

abbrv

abbrvnat

Accented and special characters

acm

address

alpha

angle

apalike

author

authoryear

\bibliography{}

\bibliographystyle{}

bibtex

booktitle

chapter

chapterbib

Citation key

\citealp{}

\citealt{}

\citeauthor{}

\citep{}

\citet{}

\citeyear{}

\citeyearpar{}

colon

comma

curly

edition

editor

howpublished

institution

journal

longnamesfirst

month

natbib

\nocite{} , \nocite{*}

note

number

numbers

organization

pages

plain

plainnat

publisher

round

school

series

sort

sort&compress

square

super

title

type

unsrt

unsrtnat

volume

year

\cite[]{} , \cite{}

\input{}

LaTeX

\bibitem[]{}

\newblock

thebibliography

overcite

\bibliography{} , see also Bibliography

\bibliographystyle{} , see also Bibliography

B ib TeX, see also Bibliograph

bibtex , see also Bibliography, Compilation

\bibname , see also Users macros

\bigbox ( ), see also Binary operator

\bigcirc ( $$\bigcirc $$ ), see also Binary operator

\bigcircle[]{} , see also Figure (drawing)

\bigcurlyvee ( ), see also Binary operator

\bigcurlywedge ( ), see also Binary operator

\Biggl , \biggl , see also Delimiter

\Biggr , \biggr , see also Delimiter

\biginterleave ( ), see also Binary operator

\Bigl , \bigl , see also Delimiter

\bignplus ( $$\bignplus $$ ), see also Binary operator

\bigparallel ( ), see also Binary operator

\Bigr , \bigr , see also Delimiter

\bigskip , see also Blank space

\bigsqcap ( $$\bigsqcap $$ ), see also Binary operator

\bigstar ( $$\bigstar $$ ), see also Symbol (misc)

\bigtriangledown ( $$\bigtriangledown $$ ), see also Binary operator

\bigtriangleup ( $$\bigtriangleup $$ ), see also Binary operator

\binampersand ( ), see also Binary operator

Binary operator (math-mode)

\amalg ( $$\amalg $$ )

\ast ( $$*$$ )

\baro ( )

\barwedge ( $$\barwedge $$ )

\bbslash ( )

\bigbox ( )

\bigcirc ( $$\bigcirc $$ )

\bigcurlyvee ( )

\bigcurlywedge ( )

\biginterleave ( )

\bignplus ( $$\bignplus $$ )

\bigparallel ( )

\bigsqcap ( $$\bigsqcap $$ )

\bigtriangledown ( $$\bigtriangledown $$ )

\bigtriangleup ( $$\bigtriangleup $$ )

\binampersand ( )

\bindnasrepma ( )

\boxast ( $$\boxast $$ )

\boxbar ( $$\boxbar $$ )

\boxbox ( )

\boxbslash ( $$\boxbslash $$ )

\boxcircle ( )

\boxdot ( $$\boxdot $$ )

\boxempty ( )

\boxminus ( $$\boxminus $$ )

\boxplus ( $$\boxplus $$ )

\boxslash ( $$\boxslash $$ )

\boxtimes ( $$\boxtimes $$ )

\bullet ( $$\bullet $$ )

\Cap ( $$\Cap $$ )

\cap ( $$\cap $$ )

\cdot ( $$\cdot $$ )

\circ ( $$\circ $$ )

\circledast ( $$\circledast $$ )

\circledcirc ( $$\circledcirc $$ )

\circleddash ( $$\circleddash $$ )

\Cup ( $$\Cup $$ )

\cup ( $$\cup $$ )

\curlyvee ( $$\curlyvee $$ )

\curlyveedownarrow ( )

\curlyveeuparrow ( )

\curlywedge ( $$\curlywedge $$ )

\curlywedgedownarrow ( )

\curlywedgeuparrow ( )

\dagger ( $$\dagger $$ )

\ddagger ( $$\ddagger $$ )

\Diamond ( $$\Diamond $$ )

\diamond ( $$\diamond $$ )

\div ( $$\div $$ )

\divideontimes ( $$\divideontimes $$ )

\dotplus ( $$\dotplus $$ )

\doublebarwedge ( $$\doublebarwedge $$ )

\fatbslash ( )

\fatsemi ( )

\fatslash ( )

\iiint ( $$\iiint $$ )

\iiint\limits_ v ( $$\iiint \limits _v$$ )

\iint ( $$\iint $$ )

\iint\limits_ s ( $$\iint \limits _s$$ )

\intercal ( $$\intercal $$ )

\interleave ( $$|||$$ )

\leftslice ( )

\leftthreetimes ( $$\leftthreetimes $$ )

\lhd ( $$\lhd $$ )

\ltimes ( $$\ltimes $$ )

\merge ( )

\minuso ( )

\moo ( )

\mp ( )

\nplus ( $$\nplus $$ )

\obar ( )

\oblong ( )

\obslash ( )

\odot ( $$\odot $$ )

\ogreaterthan ( )

\olessthan ( )

\ominus ( $$\ominus $$ )

\oplus ( $$\oplus $$ )

\oslash ( $$\oslash $$ )

\otimes ( $$\otimes $$ )

\ovee ( )

\owedge ( )

\pm (±)

\rhd ( $$\rhd $$ )

\rightslice ( )

\rightthreetimes ( $$\rightthreetimes $$ )

\rtimes ( $$\rtimes $$ )

\setminus ( $$\setminus $$ )

\smallsetminus ( $$\smallsetminus $$ )

\sqcap ( $$\sqcap $$ )

\sqcup ( $$\sqcup $$ )

\sslash ( )

\star ( $$\star $$ )

\talloblong ( )

\times ( $$\times $$ )

\triangle ( $$\triangle $$ )

\triangleleft ( $$\triangleleft $$ )

\trianglelefteq ( $$\trianglelefteq $$ )

\triangleright ( $$\triangleright $$ )

\unlhd ( $$\unlhd $$ )

\unrhd ( $$\unrhd $$ )

\uplus ( $$\uplus $$ )

\varbigcirc ( )

\varcurlyvee ( )

\varcurlywedge ( )

\varoast ( )

\varobar ( )

\varobslash ( )

\varocircle ( )

\varodot ( )

\varogreaterthan ( )

\varolessthan ( )

\varominus ( )

\varoplus ( )

\varoslash ( )

\varotimes ( )

\varovee ( )

\varowedge ( )

\vartimes ( )

\vee ( $$\vee $$ )

\veebar ( $$\veebar $$ )

\wedge ( $$\wedge $$ )

\wr ( $$\wr $$ )

\Ydown ( )

\Yleft ( )

\Yright ( )

\Yup ( )

\bindnasrepma ( ), see also Binary operator

\binom{}{} , see also Equation

Bitemize , see also Boxed texts

black , see also Font (color)

\blacklozenge ( $$\blacklozenge $$ ), see also Symbol (misc)

\blacksquare ( $$\blacksquare $$ ), , see also Symbol (misc)

\blacktriangle ( $$\blacktriangle $$ ), see also Symbol (misc)

\blacktriangledown ( $$\blacktriangledown $$ ), see also Symbol (misc)

\blacktriangleleft ( $$\blacktriangleleft $$ ), see also Relation operator

\blacktriangleright ( $$\blacktriangleright $$ ), see also Relation operator

Blank line, see also New line

Blank space

\!

~

\,

\:

\;

\@

\bigskip

\hfill

\hspace*{} , \hspace*{\fill}

\hspace{}

\medspace

\qquad

\quad

\thickspace

\thinspace

\vfill

\vskip

\vspace*{} , \vspace*{\fill}

\vspace{}

block , see also Slide presentation

blue , see also Font (color)

bmatrix , see also Equation

\bmod{} , see also Equation

Boadilla , see also Slide presentation

Body, see also Document

\boldmath{} , see also Font (math)

\boldsymbol{} , see also Symbol (math)

Book

\addcontentsline{}{}{}

appendix

\appendix

\backmatter

book

\chapter*{}

\chapter{}

\chaptername

\cleardoublepage

Compilation

document

\documentclass[]{} , see also Document

\frontmatter

\include{}

\includeonly{}

\input{}

\listoffigures , see also Contents

\listoftables , see also Contents

\mainmatter

openany

\pagenumbering{}

\part{}

Partial compilation

Root file

\tableofcontents , see also Contents

\thechapter , see also Sectional unit

\thepart , see also Sectional unit

\thispagestyle{}

titlepage

twoside

book , see also Book, Document

booktabs , see also Table

booktitle , see also Bibliography

\bot ( $$\bot $$ ), see also Symbol (misc)

\bottomrule[] , , see also Table

\bowtie ( $$\bowtie $$ ), see also Relation operator

\Box ( $$\Box $$ ), see also Symbol (misc)

\boxast ( $$\boxast $$ ), see also Binary operator

\boxbar ( $$\boxbar $$ ), see also Binary operator

\boxbox ( ), see also Binary operator

\boxbslash ( $$\boxbslash $$ ), see also Binary operator

\boxcircle ( ), see also Binary operator

\boxdot ( $$\boxdot $$ ), see also Binary operator

boxed , see also Users macros

Boxed texts

Bcenter

Bdescription

Benumerate

Beqnarray

Beqnarray*

Bflushleft

Bflushright

Bitemize

\boxed{}

boxedminipage

color

\colorbox{}{}

\doublebox{}

equation

\fbox{}

\fboxrule{}

\fboxsep{}

\fcolorbox{}{}{}

\frame{}

\framebox[][]{}

\hspace{0pt}

\makebox[][]{}

\Ovalbox{} , \ovalbox{} ,

\parbox[]{}{}

rotate

\shabox{}

\shadowbox{}

sideways

tabular

turn

\boxed{} , see also Boxed texts

boxedminipage , see also Mini page

boxedverbatim , see also Verbatim text

\boxempty ( ), see also Binary operator

boxes , see also Slide presentation

\boxminus ( $$\boxminus $$ ), see also Binary operator

\boxplus ( $$\boxplus $$ ), , see also Binary operator

\boxslash ( $$\boxslash $$ ), see also Binary operator

\boxtimes ( $$\boxtimes $$ ), see also Binary operator

\bracevert ( $$\bracevert $$ ), see also Delimiter

break , see also Users macros

\breve{ x } ( $$\breve{x}$$ ), see also Accent (math)

\bullet ( $$\bullet $$ ), see also Binary operator

\Bumpeq ( $$\Bumpeq $$ ), see also Relation operator

\bumpeq ( ), see also Relation operator

C c

\c{ o } ( ), see also Accent (text)

CambridgeUS , see also Slide presentation

\Cap ( $$\Cap $$ ), see also Binary operator

\cap ( $$\cap $$ ), , see also Binary operator

\caption[]{} , see also Figure, Table

\captionsetup{} , see also Figure, Table

cases , see also Equation

\cc{} , see also Letter

\cdot ( $$\cdot $$ ), see also Dots, Symbol (misc)

\cdots ( $$\cdots $$ ), see also Dots, Symbol (misc)

\cellcolor[gray]{} , see also Table

\cellcolor{} , see also Table

center , see also Alignment

\centering , see also Alignment, Fragile command, Figure, Table

\centering\arraybackslash , see also Table

\cfoot[]{} , see also Page style

chapter , see also Bibliography, Contents, Sectional unit

\chapter*{} , see also Sectional unit

\chapter[]{} , see also Contents

chapterbib , see also Bibliography

\chaptermark , see also Sectional unit

\chaptername , see also Sectional unit, Users macros

\chead[]{} , see also Page style

\check{ x } ( $$\check{x}$$ ), see also Accent (math)

\chi ( $$\chi $$ ), see also Greek letter

\circ ( $$\circ $$ ), see also Binary operator

\circeq ( $$\circeq $$ ), see also Relation operator

\circle*{} , see also Figure (drawing)

\circle{} , see also Figure (drawing)

\circlearrowleft ( $$\circlearrowleft $$ ), see also Arrow

\circlearrowright ( $$\circlearrowright $$ ), see also Arrow

\circledast ( $$\circledast $$ ), see also Binary operator

\circledcirc ( $$\circledcirc $$ ), see also Binary operator

\circleddash ( $$\circleddash $$ ), , see also Binary operator

\circledS ( $$\circledS $$ ), see also Symbol (misc)

circles , see also Slide presentation

Citation key, see also Bibliography

\cite[]{} , see also Bibliography

\cite{} , see also Bibliography

\citealp{} , see also Bibliography

\citealt{} , see also Bibliography

\citeauthor{} , see also Bibliography

\citep{} , see also Bibliography

\citet{} , see also Bibliography

\citeyear{} , see also Bibliography

\citeyearpar{} , see also Bibliography

\cleardoublepage , see also Page break

\clearpage , see also Page break

\cline{} , see also Table

\closecurve[]() , see also Figure (drawing)

\closing{} , see also Letter

\clubsuit ( $$\clubsuit $$ ), see also Symbol (misc)

cm (centimeter), see also Length

cmyk , see also Font (color)

colon , see also Bibliography

color , see also Boxed texts, Font (color)

Color theme, see also Slide presentation

\color $${\mathbf {\mathsf{{<>}}}}$$ []{}{} , see also Slide presentation

\colorbox{}{} , see also Boxed texts

colortbl , see also Table

\column{} , see also Slide presentation

\columncolor[gray]{} , see also Table

\columncolor{}[][] , see also Table

columns , see also Slide presentation

\columnsep , see also Page layout

\columnseprule , see also Page layout

\columnwidth , see also Page layout, Table

comma , see also Bibliography

Command

compactitem , see also Listing

Compilation

bibtex

dvipdf

dvips

latex

makeindex

pdflatex

\complement ( $$\complement $$ ), see also Symbol (misc)

\cong ( $$\cong $$ ), see also Relation operator

containsverbatim , see also Slide presentation

Contents

\@dotsep

\addcontentsline{}{}{}

\addtocontents{}{}

appendices

chapter

\chapter[]{}

\contentsname

\dominitoc

\faketableofcontents

\listfigurename

\listoffigures

\listoftables

\listtablename

lof

lofdepth

lot

lotdepth

\minitoc

minitocdepth

Multiple contents lists

\phantomsection

\tableofcontents

titletoc

toc

tocdepth

\contentsname , see also Contents

Copenhagen , see also Slide presentation

\copyright (©), see also Symbol (text)

Corollary , see also Users macros

corollary , see also Slide presentation

\cos~ x ( $$\cos \,x$$ ), see also Function (math)

\cosh~ x ( $$\cosh \,x$$ ), see also Function (math)

\cot~ x ( $$\cot \,x$$ ), see also Function (math)

\coth~ x ( $$\coth \,x$$ ), see also Function (math)

crane , see also Slide presentation

\csc~ x ( $$\csc \,x$$ ), see also Function (math)

\Cup ( $$\Cup $$ ), see also Binary operator

\cup ( $$\cup $$ ), see also Binary operator

curly , see also Bibliography

\curlyeqprec ( $$\curlyeqprec $$ ), see also Relation operator

\curlyeqsucc ( $$\curlyeqsucc $$ ), see also Relation operator

\curlyvee ( $$\curlyvee $$ ), see also Binary operator

\curlyveedownarrow ( ), see also Binary operator

\curlyveeuparrow ( ), see also Binary operator

\curlywedge ( $$\curlywedge $$ ), see also Binary operator

\curlywedgedownarrow ( ), see also Binary operator

\curlywedgeuparrow ( ), see also Binary operator

currectsection , see also Slide presentation

currectsubsection , see also Slide presentation

\currenttime , see also Time

\curve[]() , see also Figure (drawing)

\curvearrowleft ( $$\curvearrowleft $$ ), see also Arrow

\curvearrowright ( $$\curvearrowright $$ ), see also Arrow

curves , see also Figure (drawing)

cyan , see also Font (color)

D d

D{}{}{} , see also Table

\dag (†), see also Symbol (text)

\dagger ( $$\dagger $$ ), see also Binary operator

\daleth ( $$\daleth $$ ), see also Symbol (misc)

Darmstadt , see also Slide presentation

\dashbox{}()[]{} , see also Figure (drawing)

Dashes ( - , - - , - - - )

\dashv ( $$\dashv $$ ), see also Relation operator

Date

\dateseparator

datetime

dayofweek

\ddmmyydate

\ddmmyyyydate

\dmyydate

\dmyyyydate

\longdate

\mdyydate

\mdyyyydate

\mmddyydate

\mmddyyyydate

\monthname[]

\newdateformat{}{}

nodayofweek

\ordinaldate{}

\shortdate

\shortmonthname[]

\textdate

\THEDAY

\THEMONTH

\today

\twodigit{}

\usdate

\date[]{} , see also Slide presentation

\date{} , see also Article, Letter

\dateseparator , see also Date

datetime , see also Date

dayofweek , see also Date

dcolumn , see also Table

\ddag (‡), see also Symbol (text)

\ddagger ( $$\ddagger $$ ), see also Binary operator

\dddot{ x } ( $$\dddot{x}$$ ), see also Equation

\ddddot{ x } ( $$\ddddot{x}$$ ), see also Equation

\ddmmyydate , see also Date

\ddmmyyyydate , see also Date

\ddot{ x } ( $$\ddot{x}$$ ), see also Accent (math)

\ddots ( $$\ddots $$ ), see also Symbol (misc)

Decimal point alignment, see also Table

\def\figurename{} , see also Figure

\def\tablename{} , see also Table

default , see also Slide presentation

\definecolor{}{}{} , see also Font (color)

Definition , see also Users macros

definition , definitions , see also Slide

\deg ( $$\deg $$ ), see also Function (math)

delarray , see also Delimiter, Equation

Delimiter

[] ([ ])

\Arrowvert ( $$\Arrowvert $$ )

\arrowvert ( $$\arrowvert $$ )

\backslash ( $$\backslash $$ )

\Bigg

\bigg

\Big

\big

\bracevert ( $$\bracevert $$ )

delarray

\langle ( $$\langle $$ )

\Lbag ( $$\Lbag $$ )

\lbag ( $$\lbag $$ )

\lceil ( $$\lceil $$ )

\left

\lfloor ( $$\lfloor $$ )

\lgroup ( $$\lgroup $$ )

\llbracket ( $$\llbracket $$ )

\llceil ( )

\llcorner ( $$\llcorner $$ )

\llfloor ( )

\lmoustache ( $$\lmoustache $$ )

\lrcorner ( $$\lrcorner $$ )

\rangle ( $$\rangle $$ )

\Rbag ( $$\Rbag $$ )

\rbag ( $$\rbag $$ )

\rceil ( $$\rceil $$ )

\rfloor ( $$\rfloor $$ )

\rgroup ( $$\rgroup $$ )

\right

\rmoustache ( $$\rmoustache $$ )

\rrbracket ( $$\rrbracket $$ )

\rrceil ( )

\rrfloor ( )

\ulcorner ( )

\urcorner ( )

\Vert ( $$\Vert $$ )

\vert ( $$\vert $$ )

\Delta ( $$\Delta $$ ), see also Greek letter

\delta ( $$\delta $$ ), see also Greek letter

description , see also Listing

\descriptionlabel , see also Listing

\det ( $$\det $$ ), see also Function (math)

\Diamond ( $$\Diamond $$ ), see also Binary operator

\diamond ( $$\diamond $$ ), see also Binary operator

\diamondpar{} , see also Paragraph

\diamondsuit ( $$\diamondsuit $$ ), see also Symbol (misc)

\digamma ( $$\digamma $$ ), see also Greek letter

\dim ( $$\dim $$ ), see also Function (math)

\displaybreak[] , see also Equation

displaymath , see also Equation

\div ( $$\div $$ ), see also Binary operator

\divideontimes ( $$\divideontimes $$ ), see also Binary operator

\dmyydate , see also Date

\dmyyyydate , see also Date

Document

Body

document

\documentclass[]{}

10pt , 11pt , 12pt

a4paper , a5paper

amsart

article

b5paper

beamer

book

draft

executivepaper

final

fleqn

landscape

legalpaper

leqno

letter

letterpaper

notitlepage

onecolumn

oneside

openany

openbib

openright

portrait

report

titlepage

twocolumn

twoside

multicols

\part{}

Preamble

titlepage

\twocolumn[]

document , see also Document

\documentclass[]{} , see also Document

dolphin , see also Slide presentation

\dominitoc , see also Contents

\dot{ x } ( $$\dot{x}$$ ), see also Accent (math)

\doteq ( $$\doteq $$ ), see also Relation operator

\doteqdot ( $$\doteqdot $$ ), see also Relation operator

\dotfill

\dotplus ( $$\dotplus $$ ), see also Binary operator

Dots

\cdot ( $$\cdot $$ )

\cdots ( $$\cdots $$ )

\dots (...)

\dotsb ( $$\cdots $$ )

\dotsc ( $$\cdots $$ )

\dotsi ( $$\cdots $$ )

\dotsm ( $$\cdots $$ )

\ldots (...)

\doublebarwedge ( $$\doublebarwedge $$ ), see also Binary operator

\doublebox{} , see also Boxed texts

dove , see also Slide presentation

\Downarrow ( $$\Downarrow $$ ), see also Arrow

\downarrow ( $$\downarrow $$ ), see also Arrow

\downdownarrows ( $$\downdownarrows $$ ), see also Arrow

\downharpoonleft ( $$\downharpoonleft $$ ), see also Arrow

\downharpoonright ( $$\downharpoonright $$ ), see also Arrow

draft , see also Document

draftwatermark , see also Watermarking

Dresden , see also Slide presentation

dvipdf , see also Compilation

dvips , see also Compilation

E e

EastLansing , see also Slide presentation

edition , see also Bibliography

editor , see also Bibliography

\ell ( $$\ell $$ ), see also Symbol (misc)

{\em } , see also Font shape

em (Width of M), see also Length

\emph{} , see also Font shape

Emphasized texts

{\em }

\emph{}

\normalem

\sout{}

ulem

\ULforem

\underline{}

\uwave{}

\xout{}

empty , see also Page style

\emptyset ( $$\emptyset $$ ), see also Symbol (misc)

\encl{} , see also Letter

\end{}

\endfirsthead , see also Table

endfloat , see also Figure, Table

\endfoot , see also Table

\endgroup

\endhead , see also Table

\endlastfoot , see also Table

\endnote{} , see also Foot note

\enlargethispage{} , see also Page size

\enlargethispage*{} , see also Page size

\enspace , see also Equation

\ensuremath{} , see also Equation

enumerate , see also Listing

enumi , enumii , enumiii , see also Listing

enumitem , see also Listing

enumiv , see also Listing

Enviornment

abstract , see also Article

alertblock , see also Slide presentation

align , see also Equation

align* , see also Equation

alignat , see also Equation

alignat* , see also Equation

aligned , see also Equation

alltt , see also Verbatim text

amssymb , see also Symbol (math)

appendices , see also Contents

appendix , see also Book

array , see also Equation, Table

Bcenter , see also Boxed texts

Bdescription , see also Boxed texts

beamerboxesrounded , see also Slide

Benumerate , see also Boxed texts

Beqnarray , see also Boxed texts

Beqnarray* , see also Boxed texts

Bflushleft , see also Boxed texts

Bflushright , see also Boxed texts

bfseries , see also Font series

Bitemize , see also Boxed texts

block , see also Slide presentation

bmatrix , see also Equation

boxedminipage , see also Boxed texts

boxedverbatim , see also Verbatim text

cases , see also Equation

center , see also Alignment

columns , see also Slide presentation

compactitem , see also Listing

corollary , see also Slide presentation

definition , definitions , see also Slide

description , see also Listing

displaymath , see also Equation

document , see also Document

enumerate , see also Listing

eqnarray , see also Equation

eqnarray* , see also Equation

equation , see also Equation

equation* , see also Equation

example , see also Slide presentation

exampleblock , see also Slide presentation

examples , see also Slide presentation

fact , see also Slide presentation

figure , figure* , see also Figure

figwindow , see also Paragraph

flalign , flalign* , see also Equation

flushleft , see also Alignment

flushright , see also Alignment

frame , see also Slide presentation

gather , gather* , see also Equation

gathered , see also Equation

invisibleenv , see also Slide presentation

itemize , see also Listing

letter , see also Letter

listing , see also Verbatim text

longtable , see also Table

math , see also Text-mode equation

matrix , see also Equation

minipage , see also Mini page

multicols , see also Document

multline , multline* , see also Equation

picture , see also Figure (drawing)

pmatrix , see also Equation

proof , see also Slide presentation

quotation , see also Quoted text

quote , see also Quoted text

rotate , see also Boxed texts

sideways , see also Table

sidewaysfigure , see also Figure

sidewaystable , see also Table

singlespace , see also Line spacing

sloppypar , see also Hyphenating

smallmatrix , see also Equation

spacing , see also Line spacing

split , see also Equation

subequations , see also Equation

tabbing , see also Tabbing

table , table* , see also Table

tabular , see also Table

tabularx , see also Table

tabwindow , see also Paragraph

thebibliography , see also Bibliography

theorem , see also Slide presentation

titlepage , see also Book, Document

turn , see also Boxed texts, Table

uncoverenv , see also Slide presentation

verbatim , see also Verbatim text

visibleenv , see also Slide presentation

Vmatrix , vmatrix , see also Equation

window , see also Paragraph

wrapfigure , see also Figure

wraptable , see also Table

xalignat , xxalignat , see also Equation

epsfig , see also Figure

\epsfig{} , see also Figure

\epsilon ( $$\epsilon $$ ), see also Greek letter

\eqcirc ( $$\eqcirc $$ ), see also Relation operator

eqnarray , eqnarray* , see also Equation

\eqref{} , see also Equation

\eqslantgtr ( $$\eqslantgtr $$ ), see also Relation operator

\eqslantless ( $$\eqslantless $$ ), see also Relation operator

Equation

\( \) , see also Text-mode equation

\[ \]

$ $ , see also Text-mode equation

&

ˆ

_

\\

\\[]

align , align*

alignat , alignat*

aligned

amsmath

amssymb

array

\arraycolsep

\binom{}{} ,

bmatrix

\bmod{}

\boldmath{}

cases

delarray

\displaybreak[]

displaymath

\enspace

\ensuremath{}

eqnarray , eqnarray*

\eqref{}

equation , equation*

Equation sub-numbering

flalign , flalign*

fleqn

\frac{}{}

gather , gather*

gathered

\hdotsfor[]{}

\idotsint ( $$\idotsint $$ )

\iiiint

\iiint

\iint

\iint\limits_

\intertext{}

\label{}

\lefteqn{}

leqno

\lim_{}

math , see also Text-mode equation

\mathindent

\mathrm{}

matrix

\MaxMatrixCols{}

\mbox{}

\mod{}

multline , multline*

\nonumber

\notag

\overset{}{} , see also Stacking

\partial{} ( $$\partial $$ )

pmatrix

\pmod{}

\pod{}

\sb{}

\sideset{}{} , see also Stacking

smallmatrix

\sp{}

split

\sqrt{}

\sqrt[]{}

Stacking

\stackrel{}{} , see also Stacking

subarray , see also Stacking

subequations

\substack{} , see also Stacking

\sum

\sum_{}ˆ{}

\tag{} , \tag*{}

\text{}

\theequation

\underset{}{} , see also Stacking

Vector

Vmatrix , vmatrix

xalignat , xxalignat

equation , equation* , see also Equation

Equation sub-numbering, see also Equation

\equiv ( $$\equiv $$ ), see also Relation operator

Error message

\eta ( $$\eta $$ ), see also Greek letter

\eth ( $$\eth $$ ), see also Symbol (misc)

\evensidemargin , see also Page layout

ex (width of x), see also Length

example , see also Slide presentation

exampleblock , see also Slide presentation

examples , see also Slide presentation

executivepaper , see also Page size

\exists ( $$\exists $$ ), see also Symbol (misc)

\exp ( $$\exp $$ ), see also Function (math)

\extrarowheight , see also Table

F f

fact , see also Slide presentation

\faketableofcontents , see also Contents

\fallingdotseq ( $$\fallingdotseq $$ ), see also Relation operator

fancy , see also Page style

fancybox , see also Boxed texts

\[]{} , see also Page style

fancyhdr , see also Page style

\fancyhead[]{} , see also Page style

fancyheadings , see also Page style

fancyvrb , see also Slide presentation

\fatbslash ( ), see also Binary operator

\fatsemi ( ), see also Binary operator

\fatslash ( ), see also Binary operator

\fbox{} , see also Boxed texts

\fboxrule{} , see also Boxed texts

\fboxsep{} , see also Boxed texts

\fcolorbox{}{}{} , see also Boxed texts

Figure

!hbt

\abovecaptionskip , see also Table

angle

\belowcaptionskip , see also Table

\caption{} , see also Table

\captionsetup{} , see also Table

\centering , see also Table

\def\figurename{}

endfloat , see also Table

\figurename

\figureplace

\nofiglist

\nomarkersintext

\thepostfig

\epsfig{}

figure , figure*

Figure in Table

\flushleft

\flushright

graphicx

H , h

height

\includegraphics[]{}

\label{}

Mathematical notation

minipage

\psdraft

\psfrag{}{}

sidewaysfigure

subfig

\subfigure[]{}

\subfloat[]{}

\thefigure

\thesubfigure

width

wrapfig , see also Table

wrapfigure

xfig

figure , see also Figure

Figure (drawing)

\arc[](){}

\qbezier[]()()()

\bigcircle[]{}

\caption{}

\circle{} , \circle*{}

\closecurve[]()

\curve[]()

curves

\dashbox{}()[]{}

figure

\framebox()[]{}

\line(){}

\linethickness{}

\makebox()[]{}

\multiput()(){}{}

\oval()[]

\parbox[]{}{}

picture

\put(){}

\rotatebox{}{}

Texts in figures

\thicklines

\thinlines

\unitlength

\vector(){}

Figure in Table

figure* , see also Figure

\figurename , see also Figure

\figureplace , see also Figure

figwindow , see also Paragraph

final , see also Document

\Finv ( $$\Finv $$ ), see also Symbol (misc)

firstpage , see also Watermarking

flalign , flalign* , see also Equation

\flat ( $$\flat $$ ), see also Symbol (misc)

fleqn , see also Equation

float , see also Table

\floatname{}{}

\floatstyle{}

\flushbottom , see also Page style

\flushleft , see also Alignment

flushleft , see also Alignment

\flushright , see also Alignment

flushright , see also Alignment

fly , see also Slide presentation

fnpara , see also Foot note

\fnsymbol{} , see also Foot note

Font (color)

black

blue

cmyk

color

cyan

\definecolor{}{}{}

gray

green

magenta

red

rgb

\textcolor{}{}

white

yellow

Font (math-type)

amsfonts

amssymb

\Bbb{}

\boldmath{}

eufrak

\mathbb{}

\mathbf{}

\mathcal{}

\mathfrak{}

\mathit{}

\mathnormal{}

\mathrm{}

\mathsf{}

\mathtt{}

Font family

{\rm }

\rmfamily

{\sf }

\sffamily

\textrm{}

\textsf{}

\texttt{}

{\tt }

\ttfamily

Font series

{\bf }

\bfseries

bfseries

\mdseries

\textbf{}

\textmd{}

Font shape

\/

{\em }

\emph{}

{\it }

\itshape

{\sc }

\scshape

{\sl }

\slshape

\textit{}

\textsc{}

\textsl{}

\textup{}

\upshape

Font size

10pt , 11pt , 12pt

{\footnotesize }

\footnotesize

{\Huge }

\Huge

{\huge }

\huge

{\LARGE }

\LARGE

{\Large }

\Large

{\large }

\large

\normalsize

{\scriptsize }

\scriptsize

{\small }

\small

{\tiny }

\tiny

Font theme, see also Slide presentation

Foot note

\endnote{}

endnotes

fnpara

\fnsymbol{}

\footnote{}

\footnotemark , see also Mini page, Table

\footnotetext{} , see also Mini page, Table

ftnright

\label{}

mpfootnote , see also Mini page

\thefootnote

\thempfootnote , see also Mini page

\footnote{} , see also Foot note

\footnotemark , see also Foot note

{\footnotesize } , see also Font size

\footnotesize , see also Font size

\footnotetext{} , see also Foot note

\footrulewidth , see also Page style

\footskip , see also Page layout, Page style

\forall ( $$\forall $$ ), see also Symbol (misc)

\frac{}{} , see also Equation

Fragile command

\begin{}

\centering

\footnote{}

\protect

frame , see also Slide presentation

\frame[][]{} , see also Slide presentation

\frame{} , see also Boxed texts

\framebox()[]{} , see also Figure (drawing)

\framebox[][]{} , see also Boxed texts

\framesubtitle{} , see also Slide

\frametitle{} , see also Slide presentation

Frankfurt , see also Slide presentation

\frontmatter , see also Book

\frown ( $$\frown $$ ), see also Relation operator

ftnright , see also Foot note

Function (math-mode)

\arccos~ x ( $$\arccos \,x$$ )

\arcsin~ x ( $$\arcsin \,x$$ )

\arctan~ x ( $$\arctan \,x$$ )

\arg ( $$\arg $$ )

\cos~ x ( $$\cos \,x$$ )

\cosh~ x ( $$\cosh \,x$$ )

\cot~ x ( $$\cot \,x$$ )

\coth~ x ( $$\coth \,x$$ )

\csc~ x ( $$\csc \,x$$ )

\deg ( $$\deg $$ )

\det ( $$\det $$ )

\dim ( $$\dim $$ )

\exp ( $$\exp $$ )

\gcd ( $$\gcd $$ )

\hom ( $$\hom $$ )

\inf ( $$\inf $$ )

\ker ( $$\ker $$ )

\lg ( $$\lg $$ )

\lim ( $$\lim $$ )

\liminf ( $$\liminf $$ )

\limsup ( $$\limsup $$ )

\ln ( $$\ln $$ )

\log ( $$\log $$ )

\max ( $$\max $$ )

\min ( $$\min $$ )

\Pr ( $$\Pr $$ )

\sec~ x ( $$\sec \,x$$ )

\sin~ x ( $$\sin \,x$$ )

\sinh~ x ( $$\sinh \,x$$ )

\sup ( $$\sup $$ )

\tan~ x ( $$\tan \,x$$ )

\tanh~ x ( $$\tanh \,x$$ )

G g

\Game ( $$\Game $$ ), see also Symbol (misc)

\Gamma ( $$\Gamma $$ ), see also Greek letter

\gamma ( $$\gamma $$ ), see also Greek letter

gather , gather* , see also Equation

gathered , see also Equation

\gcd ( $$\gcd $$ ), see also Function (math)

Geometric transformation

graphics

\reflectbox{}

\resizebox{}{}{}

\rotatebox{}{}

\scalebox{}[]{}

\geq ( $$\ge $$ ), see also Relation operator

\geqq ( $$\geqq $$ ), see also Relation operator

\geqslant ( $$\geqslant $$ ), see also Relation operator

\gets ( $$\leftarrow $$ ), see also Arrow

\gg ( $$\gg $$ ), see also Relation operator

\ggg ( $$\ggg $$ ), see also Relation operator

\gimel ( $$\gimel $$ ), see also Symbol (misc)

\gnapprox ( $$\gnapprox $$ ), see also Relation operator

\gneq ( $$\gneq $$ ), see also Relation operator

\gneqq ( $$\gneqq $$ ), see also Relation operator

\gnsim ( $$\gnsim $$ ), see also Relation operator

Goettingen , see also Slide presentation

graphics , see also Geometric transformation

graphicx , see also Figure

\grave{ x } ( $$\grave{x}$$ ), see also Accent (math)

gray , see also Font (color)

Greek letter

\alpha ( $$\alpha $$ )

\beta ( $$\beta $$ )

\chi ( $$\chi $$ )

\Delta ( $$\Delta $$ )

\delta ( $$\delta $$ )

\digamma ( $$\digamma $$ )

\epsilon ( $$\epsilon $$ )

\eta ( $$\eta $$ )

\Gamma ( $$\Gamma $$ )

\gamma ( $$\gamma $$ )

\iota ( $$\iota $$ )

\kappa ( $$\kappa $$ )

\Lambda ( $$\Lambda $$ )

\lambda ( $$\lambda $$ )

\mu ( $$\mu $$ )

\nu ( $$\nu $$ )

\Omega ( $$\Omega $$ )

\omega ( $$\omega $$ )

\Phi ( $$\Phi $$ )

\phi ( $$\phi $$ )

\Pi ( $$\Pi $$ )

\pi ( $$\pi $$ )

\Psi ( $$\Psi $$ )

\psi ( $$\psi $$ )

\rho ( $$\rho $$ )

\Sigma ( $$\Sigma $$ )

\sigma ( $$\sigma $$ )

\tau ( $$\tau $$ )

\Theta ( $$\Theta $$ )

\theta ( $$\theta $$ )

\Upsilon ( $$\Upsilon $$ )

\upsilon ( $$\upsilon $$ )

\varepsilon ( $$\varepsilon $$ )

\varkappa ( $$\varkappa $$ )

\varphi ( $$\varphi $$ )

\varpi ( $$\varpi $$ )

\varrho ( $$\varrho $$ )

\varsigma ( $$\varsigma $$ )

\vartheta ( $$\vartheta $$ )

\Xi ( $$\Xi $$ ),

\xi ( $$\xi $$ )

\zeta ( $$\zeta $$ )

green , see also Font (color)

\gtrapprox ( $$\gtrapprox $$ ), see also Relation operator

\gtrdot ( $$\gtrdot $$ ), see also Relation operator

\gtreqless ( $$\gtreqless $$ ), see also Relation operator

\gtreqqless ( $$\gtreqqless $$ ), see also Relation operator

\gtrless ( $$\gtrless $$ ), see also Relation operator

\gtrsim ( $$\gtrsim $$ ), see also Relation operator

\gvertneqq ( $$\gvertneqq$$ ), see also Relation operator

H h

H , h , see also Figure, Table

Hannover , see also Slide presentation

\hat{\imath} ( $$\imath $$ ), see also Accent (math)

\hat{\jmath} ( $$\jmath $$ ), see also Accent (math)

\hat{ x } ( $$\hat{x}$$ ), see also accent (math)

\hbar ( $$\hbar $$ ), see also Symbol (misc)

\hdotsfor[]{} , see also Equation

\headheight , see also Page layout, Page style

headings , see also Page style

\headrulewidth , see also Page style

\headsep , see also Page layout

\headwidth , see also Page layout

\heartpar{} , see also Paragraph

\heartsuit ( $$\heartsuit $$ ), see also Symbol (misc)

height , see also Figure

\hfill , see also Blank space

Highlighted texts

\hl{}

\sethlcolor{}

soul

\hl{} , see also Highlighted texts

\hline , see also Table

\hoffset , see also Page layout

\hom ( $$\hom $$ ), see also Function (math)

\hookleftarrow ( $$\hookleftarrow $$ ), see also Arrow

\hookrightarrow ( $$\hookrightarrow $$ ), see also Arrow

howpublished , see also Bibliography

\hrule

\hrulefill

\hslash ( $$\hslash $$ ), see also Symbol (misc)

\hspace*{} , see also Blank space

, see also Blank space

\hspace{} , see also Blank space

\hspace{0pt} , see also Boxed texts

{\Huge } , {\huge } , see also Font size

\Huge , \huge , see also Font size

\hyperlink $${\mathbf {\mathsf{{<>}}}}$$ {}{} , see also Slide presentation

\hyperlinkframeend $${\mathbf {\mathsf{{<>}}}}$$ {}{} , see also Slide

\hyperlinkframeendprev $${\mathbf {\mathsf{{<>}}}}$$ {}{} , see also Slide presentation

\hyperlinkframestart $${\mathbf {\mathsf{{<>}}}}$$ {}{} , see also Slide

\hyperlinkframestartnext $${\mathbf {\mathsf{{<>}}}}$$ {}{} , see also Slide presentation

\hyperlinkpresentationend $${\mathbf {\mathsf{{<>}}}}$$ {}{} , see also Slide presentation

\hyperlinkpresentationstart $${\mathbf {\mathsf{{<>}}}}$$ {}{} , see also Slide presentation

hyperref

Hyphenating

\-

sloppypar

I i

\idotsint ( $$\idotsint $$ ), see also Equation

\iiiint ( $$\iiiint $$ ), see also Equation

\iiint ( $$\iiint $$ ), see also Equation

\iint ( $$\iint $$ ), see also Binary operator

\iint\limits_ s ( $$\iint \limits _s$$ ), see also Equation

Ilmenau , see also Slide presentation

\Im ( $$\mathfrak {I}$$ ), see also Symbol (misc)

\imath ( $$\imath $$ ), see also Symbol (misc)

\in ( $$\in $$ ), see also Relation operator

in (inch), see also Length

\include{} , see also Book

\includegraphics $${\mathbf {\mathsf{{<>}}}}$$ []{} , see also Slide

\includegraphics[]{} , see also Figure

\includeonly{} , see also Book

\indent , see also Paragraph

Index

!

!|

"

|

|( , |)

@

\index{}

makeidx

\makeindex

makeindex

\printindex

see{}

seealso{}

\index{} , see also Index

\indexname , see also Index

\inf ( $$\inf $$ ), see also Function (math)

infolines , see also Slide presentation

\infty ( $$\infty $$ ), see also Symbol (misc)

inmargin , see also Slide presentation

Inner theme, see also Slide

\inplus ( ), see also Relation operator

\input{} , see also Bibliography, Book

\inst{} , see also Slide presentation

\institute[]{} , see also Slide presentation

institution , see also Bibliography

\intercal ( $$\intercal $$ ), see also Binary operator

\interleave ( $$|||$$ ), see also Binary operator

\intertext{} , see also Equation

\invisible $${\mathbf {\mathsf{{<>}}}}$$ {} , see also Slide

invisibleenv , see also Slide

\iota ( $$\iota $$ ), see also Greek letter

{\it } , see also Font shape

\item , see also Listing, Slide presentation

\item[] , see also Listing

itemize , see also Listing

\itemsep , see also Listing

\itshape , see also Font shape

J j

\jmath ( $$\jmath $$ ), see also Symbol (misc)

\Join ( $$\bowtie $$ ), see also Relation operator

journal , see also Bibliography

JuanLesPins , see also Slide presentation

K k

\kappa ( $$\kappa $$ ), see also Greek letter

\ker ( $$\ker $$ ), see also Function (math)

Keyboard character

\# (#)

\$ ($)

$ < $ (<)

$ > $ (>)

$\backslash$ ( $$\backslash $$ )

\sim ( $$\sim $$ )

\% (%)

\& (&)

\ˆ \ (ˆ )

\_ (_)

\{ ({)

\} (})

\kill , see also Tabbing

L l

label , see also Slide presentation

\label{} , see also Referring

\labelenumi , see also Listing

\labelenumii , see also Listing

\labelenumiii , see also Listing

\labelenumiv , see also Listing

\labelitemi , see also Listing

\labelitemii , see also Listing

\labelitemiii , see also Listing

\labelitemiv , see also Listing

\Lambda ( $$\Lambda $$ ), see also Greek letter

\lambda ( $$\lambda $$ ), see also Greek letter

landscape , see also Document

\langle ( $$\langle $$ ), see also Delimiter

{\LARGE } , see also Font size

\LARGE , see also Font size

{\Large } , see also Font size

\Large , see also Font size

{\large } , see also Font size

\large , see also Font size

LaTeX, see also Bibliography

\LaTeX (LaTeX), see also Symbol (text)

latex , see also Compilation

\layout , see also Page layout

\Lbag ( $$\Lbag $$ ), see also Delimiter

\lceil ( $$\lceil $$ ), see also Delimiter

\ldots (...), see also Dots

\leadsto ( $$\leadsto $$ ), see also Arrow

\left , see also Delimiter

\Leftarrow ( $$\Leftarrow $$ ), see also Arrow

\leftarrow ( $$\leftarrow $$ ), see also Arrow

\leftarrowtail ( ), see also Arrow

\leftarrowtriangle ( ), see also Arrow

\lefteqn{} , see also Equation

\leftharpoondown ( $$\leftharpoondown $$ ), see also Arrow

\leftharpoonup ( $$\leftharpoonup $$ ), see also Arrow

\leftleftarrows ( $$\leftleftarrows $$ ), see also Arrow

leftmargin , see also Listing

\leftmark , see also Page style

\Leftrightarrow ( $$\Leftrightarrow $$ ), see also Arrow

\leftrightarrow ( $$\leftrightarrow $$ ), see also Arrow

\leftrightarroweq ( ), see also Arrow

\leftrightarrows ( $$\leftrightarrows $$ ), see also Arrow

\leftrightarrowtriangle ( ), see also Arrow

\leftrightharpoons ( $$\leftrightharpoons $$ ), see also Arrow

\leftrightsquigarrow ( $$\leftrightsquigarrow $$ ), see also Arrow

\leftslice ( ), see also Binary operator

\leftthreetimes ( $$\leftthreetimes $$ ), see also Binary operator

legalpaper , see also Document, Page size

Lemma , see also Users macros

Length

cm (centimeter)

em (Width of M)

ex (width of x)

in (inch)

mm (millimeter)

pc (pica)

pt (point)

\leq ( $$\le $$ ), see also Relation operator

leqno , see also Equation

\leqq ( $$\leqq $$ ), see also Relation operator

\leqslant ( $$\leqslant $$ ), see also Relation operator

\lessapprox ( $$\lessapprox $$ ), see also Relation operator

\lessdot ( $$\lessdot $$ ), see also Relation operator

\lesseqgtr ( $$\lesseqgtr $$ ), see also Relation operator

\lesseqqgtr ( $$\lesseqqgtr $$ ), see also Relation operator

\lessgtr ( $$\lessgtr $$ ), see also Relation operator

\lesssim ( $$\lesssim $$ ), see also Relation operator

\let\thepage\relax , see also Page numbering

\let\clearpage\relax , see also Bibliography

Letter

\address{}

\cc{}

\closing{}

\date{}

\encl{}

letter

\opening{}

\signature{}

\today , see also Date

letter , see also Letter

letterpaper , see also Page size

\lfloor ( $$\lfloor $$ ), see also Delimiter

\lfoot[]{} , see also Page style

\lg ( $$\lg $$ ), see also Function (math)

\lgroup ( $$\lgroup $$ ), see also Delimiter

\lhd ( $$\lhd $$ ), see also Binary operator

\lhead[]{} , see also Page style

\lightning  ( ), see also Arrow

lily , see also Slide presentation

\lim ( $$\lim $$ ), see also Function (math)

\lim_{} , see also Equation

\liminf , see also Function (math)

\limsup , see also Function (math)

Line break (prevention)

~

\,

\mbox{}

\nolinebreak

Line spacing

setspace

singlespace

spacing

\line(){} , see also Figure (drawing)

\linebreak , see also New line

\linethickness{} , see also Figure (drawing)

\linewidth , see also Page size

linktocpage , see also Contents

\listfigurename , see also Contents

\listtablename , see also Contents

Listing

compactitem

description

\descriptionlabel

\item[]

enumerate

\begin{enumerate}[]

enumi , enumii , enumiii , enumiv ,

\labelenumi

\labelenumii

\labelenumiii

\labelenumiv

\theenumi

\theenumii

\theenumiii

\theenumiv

enumitem

\item

itemize

\labelitemi

\labelitemii

\labelitemiii

\labelitemiv

\itemsep

\label{}

leftmargin

Nesting

listing , see also Verbatim text

\listof{}{} , see also Users macros

\listoffigures , see also Contents

\listoftables , see also Contents

\ll ( $$\ll $$ ), see also Relation operator

\llbracket ( $$\llbracket $$ ), see also Delimiter

\llceil ( ), see also Delimiter

\llcorner ( $$\llcorner $$ ), see also Delimiter

\Lleftarrow ( ), see also Arrow

\llfloor ( ), see also Delimiter

\lll ( $$\lll $$ ), see also Relation operator

\lmoustache ( $$\lmoustache $$ ), see also Delimiter

\ln ( $$\ln $$ ), see also Function (math)

\lnapprox ( $$\lnapprox $$ ), see also Relation operator

\lneq ( $$\lneq $$ ), see also Relation operator

\lneqq ( $$\lneqq $$ ), see also Relation operator

\lnsim ( $$\lnsim $$ ), see also Relation operator

lof , see also Contents

lofdepth , see also Contents

\log ( $$\log $$ ), see also Function (math)

\logo{} , see also Slide presentation

\longdate , see also Date

\Longleftarrow ( $$\Longleftarrow $$ ), see also Arrow

\longleftarrow ( $$\longleftarrow $$ ), see also Arrow

\Longleftrightarrow ( $$\Longleftrightarrow $$ ), see also Arrow

\longleftrightarrow ( $$\longleftrightarrow $$ ), see also Arrow

\Longmapsfrom ( ), see also Arrow

\longmapsfrom ( ), see also Arrow

\Longmapsto ( $$\Longmapsto $$ ), see also Arrow

\longmapsto ( $$\longmapsto $$ ), see also Arrow

longnamesfirst , see also Bibliography

\Longrightarrow ( $$\Longrightarrow $$ ), see also Arrow

\longrightarrow ( $$\longrightarrow $$ ), see also Arrow

longtable , see also Table

\looparrowleft ( $$\looparrowleft $$ ), , see also Arrow

\looparrowright ( $$\looparrowright $$ ), see also Arrow

lot , see also Contents

lotdepth , see also Contents

\lozenge ( $$\lozenge $$ ), see also Symbol (misc)

LR-mode, see also Text processing

\lrcorner ( $$\lrcorner $$ ), see also Delimiter

\Lsh ( $$\Lsh $$ ), see also Arrow

\ltimes ( $$\ltimes $$ ), see also Binary operator

Luebeck , see also Slide presentation

\lvertneqq ( $$\lvertneqq $$ ), see also Relation operator

M m

m{} , see also Table

Madrid , see also Slide presentation

magenta , see also Font (color)

\mainmatter , see also Book

\makeatletter

\makeatother

\makebox()[]{} , see also Figure (drawing)

\makebox[][]{} , see also Boxed texts

makeidx , see also Index

\makeindex , see also Index

makeindex , see also Compilation, Index

\maketitle , see also Article

Malmoe , see also Slide presentation

\Mapsfrom ( ), see also Arrow

\mapsfrom ( ), see also Arrow

\Mapsto ( $$\Mapsto $$ ), see also Arrow

\mapsto ( $$\mapsto $$ ), see also Arrow

Marburg , see also Slide presentation

Marginal note

\marginpar{}

\marginparpush

\marginparsep

\marginparwidth

\marginpar{} , see also Marginal note

\marginparpush , see also Marginal note

\marginparsep , see also Marginal note

\marginparwidth , see also Marginal note

\markboth{}{} , see also Page style

\markright{} , see also Page style

math , see also Text-mode equation

\mathbb{} , see also Font (math)

\mathbf{} , see also Font (math)

\mathcal{} , see also Font (math)

\mathfrak{} , see also Font (math)

\mathindent , see also Equation

\mathit{} , see also Font (math)

\mathnormal{} , see also Font (math)

\mathring{ x } ( $$\mathring{x}$$ ), see also Accent (math)

\mathrm{} , see also Equation, Font (math)

\mathsf{} , see also Font (math)

\mathtt{} , see also Font (math)

matrix , see also Equation

\max ( $$\max $$ ), see also Function (math)

\MaxMatrixCols{} , see also Equation

\mbox{} , see also Equation, Line break

\mdseries , see also Font series

\mdyydate , see also Date

\mdyyyydate , see also Date

\measuredangle ( $$\measuredangle $$ ), see also Symbol (misc)

\medspace , see also Blank space

\merge ( ), see also Binary operator

\mho ( $$\mho $$ ), see also Symbol (misc)

\mid ( $$\mid $$ ), see also Relation operator

\midrule[] , see also Table

\min ( $$\min $$ ), see also Function (math)

Mini page

boxedminipage

Foot note

\footnotemark

\footnotetext{}

mpfootnote

\thempfootnote

minipage

Table

miniframes , see also Slide presentation

minipage , see also Mini page

\minitoc , see also Contents

minitoc , see also Contents

minitocdepth , see also Contents

\minuso ( ), see also Binary operator

mm (millimeter), see also Length

\mmddyydate , see also Date

\mmddyyyydate , see also Date

\mod{} , see also Equation

\models ( $$\models $$ ), see also Relation operator

monarca , see also Slide presentation

month , see also Bibliography

\monthname[] , see also Date

Montpellier , see also Slide presentation

\moo ( ), see also Binary operator

moreverb , see also Verbatim text

\mp ( ), see also Binary operator

mpfootnote , see also Foot note, Mini page

\mu ( $$\mu $$ ), see also Greek letter

multicol , see also Document

multicols , see also Document

\multicolsep , see also Multiple columns

\multicolumn{}{}{} , see also Table

\multimap ( ), see also Arrow

Multiple columns

\columnsep

\columnseprule

\columnwidth

twocolumn

multicols

\multicolsep

\twocolumn[]

Multiple contents lists

\dominitoc

minitoc

\minitoc

minitocdepth

\multiput()(){}{} , see also Figure (drawing)

multirow , see also Table

\multirow{}{}{} , see also Table

multline , multline* , see also Equation

myheadings , see also Page style

N n

\nabla ( $$\nabla $$ ), see also Symbol (misc)

natbib , see also Bibliography

\natural ( $$\natural $$ ), see also Symbol (misc)

\ncong ( $$\ncong $$ ), see also Relation operator

\nearrow ( $$\nearrow $$ ), see also Arrow

\neg ( $$\lnot $$ ), see also Symbol (misc)

\neq ( $$\not =$$ ), see also Relation operator

New line

\\

\\*

\\*[]

\\[]

\\\\

Blank line

\linebreak

\newline

\newblock , see also Bibliography

\newcolumntype{}[]{} , see also Table

\newcommand{}[][]{} , see also Users macros

\newcommand{}{} , see also Users macros

\newdateformat{}{} , see also Date

\newenvironment{}[][]{}{} , see also Users macros

\newfloat{}{}{}[] , see also Users macros

\newline , see also New line

\newpage , see also Page break

\newtheorem*{}{} , see also Users macros

\newtheorem{}{}[] , see also Users macros

\nexists ( $$\not \exists $$ ), see also Symbol (misc)

\ngeq ( $$\ngeq $$ ), see also Relation operator

\ngeqq ( $$\ngeqq $$ ), see also Relation operator

\ngeqslant ( $$\ngeqslant $$ ), see also Relation operator

\ngtr ( $$\ngtr $$ ), see also Relation operator

\ni ( $$\ni $$ ), see also Relation operator

\niplus ( ), see also Relation operator

\nLeftarrow ( ), see also Arrow

\nleftarrow ( $$\nleftarrow $$ ), see also Arrow

\nLeftrightarrow ( $$\nLeftrightarrow $$ ), see also Arrow

\nleftrightarrow ( $$\nleftrightarrow $$ ), see also Arrow

\nleq ( $$\nleq $$ ), see also Relation operator

\nleqq ( $$\nleqq $$ ), see also Relation operator

\nleqslant ( $$\nleqslant $$ ), see also Relation operator

\nless ( $$\nless $$ ), see also Relation operator

\nmid ( $$\not \mid $$ ), see also Relation operator

\nnearrow ( ), see also Arrow

\nnwarrow ( ), see also Arrow

\nocite{} , see also Bibliography

\nocite{*} , see also Bibliography

nodayofweek , see also Date

\nofiglist , see also Figure

\noindent , see also Paragraph

\nolinebreak , see also Line break

\nomarkersintext , see also Figure, Table

\nonumber , see also Equation

\nopagebreak , see also Page break

\normalem , see also Emphasized texts

\normalsize , see also Font size

\not $${\mathbf {\mathsf{{<}}}}$$ ( $$\not<$$ ), see also Relation operator

\not $${\mathbf {\mathsf{{>}}}}$$ ( $$\not>$$ ), see also Relation operator

\not= ( $$\not =$$ ), see also Relation operator

\not\approx ( $$\not \approx $$ ), see also Relation operator

\not\equiv ( $$\not \equiv $$ ), see also Relation operator

\not\in ( $$\not \in $$ ), see also Relation operator

\not\parallel ( $$\not \parallel $$ ), see also Relation operator

\not\sim ( $$\not \sim $$ ), see also Relation operator

\notablist , see also Table

\notag , , see also Equation

note , see also Bibliography

notitlepage , see also Document

\nparallel ( $$\nparallel $$ ), see also Relation operator

\nplus ( $$\nplus $$ ), see also Binary operator

\nprec ( $$\nprec $$ ), see also Relation operator

\npreceq ( $$\npreceq $$ ), see also Relation operator

\nRightarrow ( $$\nRightarrow $$ ), see also Arrow

\nrightarrow ( $$\nrightarrow $$ ), see also Arrow

\nshortmid ( $$\nshortmid $$ ), see also Relation operator

\nshortparallel ( $$\nshortparallel $$ ), see also Relation operator

\nsim ( $$\not \sim $$ ), see also Relation operator

\nsubseteq ( $$\nsubseteq $$ ), see also Relation operator

\nsubseteqq ( $$\nsubseteqq $$ ), see also Relation operator

\nsucc ( $$\nsucc $$ ), see also Relation operator

\nsucceq ( $$\nsucceq $$ ), see also Relation operator

\nsupseteq ( $$\nsupseteq $$ ), see also Relation operator

\nsupseteqq ( $$\nsupseteqq $$ ), see also Relation operator

\ntriangleleft ( ), see also Relation operator

\ntrianglelefteq ( ), see also Relation operator

\ntrianglelefteqslant ( ), see also Relation operator

\ntriangleright ( $$\ntriangleright $$ ), see also Relation operator

\ntrianglerighteq ( $$\ntrianglerighteq $$ ), see also Relation operator

\ntrianglerighteqslant ( s), see also Relation operator

\nu ( $$\nu $$ ), see also Greek letter

number , see also Bibliography

Numbering

Alph

\Alph{}

alph

\alph{}

arabic

\arabic{}

roman

\roman{}

Roman

\Roman{}

Section unit

numbers , see also Bibliography

\nVDash ( $$\nVDash $$ ), see also Relation operator

\nvDash ( $$\nvDash $$ ), see also Relation operator

\nvdash ( $$\nvdash $$ ), see also Relation operator

\nwarrow ( $$\nwarrow $$ ), see also Arrow

O o

\O (Ø), see also Symbol (text)

\o (ø), see also Symbol (text)

\obar ( ), see also Binary operator

\oblong ( ), see also Binary operator

\obslash ( ), see also Binary operator

oclock , see also Time

\oddsidemargin , see also Page layout

\odot ( $$\odot $$ ), see also Binary operator

\OE (Œ), see also Symbol (text)

\oe (œ), see also Symbol (text)

\ogreaterthan ( ), see also Binary operator

\olessthan ( ), see also Binary operator

\Omega ( $$\Omega $$ ), see also Greek letter

\omega ( $$\omega $$ ), see also Greek letter

\ominus ( $$\ominus $$ ), see also Binary operator

onecolumn , see also Document

\onecolumn[] , see also Article

oneside , see also Document

\only $${\mathbf {\mathsf{{<>}}}}$$ {} , see also Slide presentation

\onslide $${\mathbf {\mathsf{{<>}}}}$$ {} , see also Slide presentation

openany , see also Book, Document

openbib , see also Document

\opening{} , see also Letter

openright , see also Document

\oplus ( $$\oplus $$ ), see also Binary operator

orchid , see also Slide presentation

\ordinaldate{} , see also Date

organization , see also Bibliography

\oslash ( $$\oslash $$ ), see also Binary operator

\otimes ( $$\otimes $$ ), see also Binary operator

Outer theme, see also Slide presentation

\oval()[] , see also Figure (drawing)

\Ovalbox{} , see also Boxed texts

\ovalbox{} , see also Boxed texts

\ovee ( ), see also Binary operator

\overbrace{} , see also Accent (math)

overcite , see also Bibliography

\overleftarrow{} , see also Equation, Stacking

\overline{} , see also Accent (math)

\overrightarrow{} , see also Stacking

\overset{}{} , see also Equation, Stacking

\owedge ( ), see also Binary operator

P p

\P (¶), see also Symbol (text)

p{} , see also Table

Package

alltt , see also Verbatim text

amsfonts , see also Font (math)

amsmath , see also Equation

amssymb , see also Symbol (math)

appendix , see also Contents

array , see also Equation, Table

booktabs , see also Table

boxedminipage , see also Mini page

caption , see also Figure, Table

chapterbib , see also Bibliography

color , see also Font (color)

colortbl , see also Table

curves , see also Figure (drawing)

datetime , see also Date, Time

dcolumn , see also Table

delarray , see also Delimiter, Equation

draftwatermark , see also Watermarking

endfloat , see also Figure, Table

endnotes , see also Foot note

enumerate , see also Listing

enumitem , see also Listing

epsfig , see also Figure

eufrak , see also Font (math)

extsize , see also Slide presentation

fancybox , see also Boxed texts

fancyhdr , see also Page style

fancyheadings , see also Page style

fancyvrb , see also Slide presentation

float , see also Figure, Table

graphics , see also Geometric transformation

graphicx , see also Figure

helvet , see also Font family

hyperref

layout , see also Page layout

longtable , see also Table

makeidx , see also Index

mathptmx , see also Font family

minitoc , see also Contents

moreverb , see also Verbatim text

multicol , see also Document

multirow , see also Table

overcite , see also Bibliography

paralist , see also Users macros

picinpar , see also Paragraph

pict2e , see also Figure (drawing)

rotating , see also Boxed texts, Figure (drawing), Table

setspace , see also Line spacing

shadow , see also Boxed texts

shapepar , see also Paragraph

soul , see also Highlighted texts

stmaryrd , see also Symbol (math)

subfig , subfigure , see also Figure

tabularx , see also Table

ulem , see also Emphasized texts

url , see also Bibliography

\usepackage[]{}

tight

varioref , see also Page numbering

wrapfig , see also Figure, Table

Page break

\cleardoublepage

\clearpage

\newpage

\nopagebreak

\pagebreak

Page layout

\columnsep

\columnseprule

\columnwidth

\evensidemargin

\footskip

\headheight

\headsep

\hoffset

\layout

\linewidth

\marginparpush

\marginparsep

\marginparwidth

\oddsidemargin

\paperheight

\paperwidth

\textheight

\textwidth

\topmargin

\voffset

Page numbering

Alph , alph

arabic

\let\thepage\relax

\pagenumbering{}

\pageref{}

\pagestyle{empty}

Roman , roman

\setcounter{page}{}

\thispagestyle{empty}

varioref

\vpageref[][]{}

\vpageref{}

\vref{}

Page size

a4paper , a5paper

b5paper

\enlargethispage{}

\enlargethispage*{}

executivepaper

legalpaper

letterpaper

\linewidth

\marginpar{}

\marginparpush

\marginparsep

\marginparwidth

\textheight

\textwidth

Page style

\chaptermark

fancyhdr

fancy

\fancyfoot[]{}

\fancyhead[]{}

fancyheadings

\cfoot[]{}

\chead[]{}

fancy

\footrulewidth

\headrulewidth

\headwidth

\lfoot[]{}

\lhead[]{}

\rfoot[]{}

\rhead[]{}

\flushbottom

\leftmark

myheadings

\markboth{}{}

\markright{}

\pagecolor{}

\pagestyle{}

empty

fancy

headings

myheadings

plain

\raggedbottom

\rightmark

\sectionmark

\subsectionmark

\thispagestyle{}

twoside

\pagebreak , see also Page break

\pagecolor{} , see also Page style

\pagenumbering{} , see also Page numbering

\pageref{} , see also Page numbering

pages , see also Bibliography

\pagestyle{} , see also Page style

\pagestyle{empty} , see also Page numbering

PaloAlto , see also Slide presentation

\paperheight , see also Page layout

\paperwidth , see also Page layout

\par , see also Paragraph

Paragraph

\diamondpar{}

figwindow

\heartpar{}

\indent

\noindent

\par

\paragraph{}

\parindent

\parskip

picinpar

shapepar

\shapepar\nutshape{}

\squarepar{}

\subparagraph{}

tabwindow

window

Paragraph-mode

\paragraph{} , see also Sectional unit

paralist , see also Listing

\parallel ( $$\parallel $$ ), see also Relation operator

\parbox[]{}{} , see also Boxed texts

\parindent , see also Paragraph

\parskip , see also Paragraph

parskip , see also Paragraph

\part{} , see also Sectional unit

\partial ( $$\partial $$ ), see also Symbol (misc)

\partname , see also Users macros

\pause , see also Slide presentation

pausesections , see also Slide presentation

pausesubsections , see also Slide presentation

pc (pica), see also Length

pdflatex , see also Compilation

\perp ( $$\perp $$ ), see also Relation operator

\phantomsection , see also Contents

\Phi ( $$\Phi $$ ), see also Greek letter

\phi ( $$\phi $$ ), see also Greek letter

\Pi ( $$\Pi $$ ), see also Greek letter

\pi ( $$\pi $$ ), see also Greek letter

picinpar , see also Paragraph

pict2e , see also Figure (drawing)

picture , see also Figure (drawing)

\pitchfork ( $$\pitchfork $$ ), see also Relation operator

Pittsburgh , see also Slide presentation

plain , see also Bibliography, Page style

plainnat , see also Bibliography

\pm (±), see also Binary operator

pmatrix , see also Equation

\pmod{} , see also Equation

\pod{} , see also Equation

portrait , see also Document

\pounds (£), see also Symbol (text)

\Pr ( Pr ), see also Function (math)

Preamble, see also Document

\prec ( $$\prec $$ ), see also Relation operator

\precapprox ( $$\precapprox $$ ), see also Relation operator

\preccurlyeq ( $$\preccurlyeq $$ ), see also Relation operator

\preceq ( $$\preceq $$ ), see also Relation operator

\precnapprox ( $$\precnapprox $$ ), see also Relation operator

\precnsim ( $$\precnsim $$ ), see also Relation operator

\precsim ( $$\precsim $$ ), see also Relation operator

Presentation theme, see also Slide presentation

\prime ( $$\prime $$ ), see also Symbol (misc)

Principle , see also Users macros

\printindex , see also Index

Proof , see also Users macros

proof , see also Slide presentation

Proposition , see also Users macros

\propto ( $$\propto $$ ), see also Relation operator

\protect , see also Fragile command

\providecommand{}{} , see also Users macros

\psdraft , see also Figure

psfrag , see also Figure

\psfrag{}{} , see also Figure

\Psi ( $$\Psi $$ ), see also Greek letter

\psi ( $$\psi $$ ), see also Greek letter

pt (point), see also Length

publisher , see also Bibliography

\put(){} , see also Figure (drawing)

Q q

\qbezier[]()()() , see also Figure (drawing)

\qed , see also Symbol (text-mode)

\qquad , see also Blank space

\quad , see also Blank space

Quoted texts

quotation

quote

R r

\raggedbottom , see also Page style

\raggedleft , see also Alignment

\raggedleft\arraybackslash , see also Table

\raggedright , see also Alignment

\raggedright\arraybackslash , see also Table

\raisebox{}[][]{} , see also Boxed texts

\rangle ( $$\rangle $$ ), see also Delimiter

\Rbag ( $$\Rbag $$ ), see also Delimiter

\rbag ( $$\rbag $$ ), see also Delimiter

\rceil ( $$\rceil $$ ), see also Delimiter

\Re ( $$\mathfrak {R}$$ ), see also Symbol (misc)

rectangles , see also Slide presentation

red , see also Font (color)

\ref{} , see also Referring

Referring

\label{}

\ref{}

\reflectbox{} , see also Geometric transformation

Relation operator

\approx ( $$\approx $$ )

\approxeq ( $$\approxeq $$ )

\asymp ( $$\asymp $$ )

\backepsilon ( $$\backepsilon $$ )

\backsim ( $$\backsim $$ )

\backsimeq ( $$\backsimeq $$ )

\because ( $$\because $$ )

\between ( $$\between $$ )

\blacktriangleleft ( $$\blacktriangleleft $$ )

\blacktriangleright ( $$\blacktriangleright $$ )

\bowtie ( $$\bowtie $$ )

\Bumpeq ( $$\Bumpeq $$ )

\bumpeq ( )

\circeq ( $$\circeq $$ )

\cong ( $$\cong $$ )

\curlyeqprec ( $$\curlyeqprec $$ )

\curlyeqsucc ( $$\curlyeqsucc $$ )

\dashv ( $$\dashv $$ )

\doteq ( $$\doteq $$ )

\doteqdot ( $$\doteqdot $$ )

\eqcirc ( $$\eqcirc $$ )

\eqslantgtr ( $$\eqslantgtr $$ )

\eqslantless ( $$\eqslantless $$ )

\equiv ( $$\equiv $$ )

\fallingdotseq ( $$\fallingdotseq $$ )

\frown ( $$\frown $$ )

\geq ( $$\ge $$ )

\geqq ( $$\geqq $$ )

\geqslant ( $$\geqslant $$ )

\gg ( $$\gg $$ )

\ggg ( $$\ggg $$ )

\gnapprox ( $$\gnapprox $$ )

\gneq ( $$\gneq $$ )

\gneqq ( $$\gneqq $$ )

\gnsim ( $$\gnsim $$ )

\gtrapprox ( $$\gtrapprox $$ )

\gtrdot ( $$\gtrdot $$ )

\gtreqless ( $$\gtreqless $$ )

\gtreqqless ( $$\gtreqqless $$ )

\gtrless ( $$\gtrless $$ )

\gtrsim ( $$\gtrsim $$ )

\gvertneqq ( $$\gvertneqq$$ )

\in ( $$\in $$ )

\inplus ( )

\Join ( $$\bowtie $$ )

\leq ( $$\le $$ )

\leqq ( $$\leqq $$ )

\leqslant ( $$\leqslant $$ )

\lessapprox ( $$\lessapprox $$ )

\lessdot ( $$\lessdot $$ )

\lesseqgtr ( $$\lesseqgtr $$ )

\lesseqqgtr ( $$\lesseqqgtr $$ )

\lessgtr ( $$\lessgtr $$ )

\lesssim ( $$\lesssim $$ )

\ll ( $$\ll $$ )

\lll ( $$\lll $$ )

\lnapprox ( $$\lnapprox $$ )

\lneq ( $$\lneq $$ )

\lneqq ( $$\lneqq $$ )

\lnsim ( $$\lnsim $$ )

\lvertneqq ( $$\lvertneqq $$ )

\mid ( $$\mid $$ )

\models ( $$\models $$ )

\ncong ( $$\ncong $$ )

\neq ( $$\not =$$ )

\ngeq ( $$\ngeq $$ )

\ngeqq ( $$\ngeqq $$ )

\ngeqslant ( $$\ngeqslant $$ )

\ngtr ( $$\ngtr $$ )

\ni ( $$\ni $$ )

\niplus ( )

\nleq ( $$\nleq $$ )

\nleqq ( $$\nleqq $$ )

\nleqslant ( $$\nleqslant $$ )

\nless ( $$\nless $$ )

\nmid ( $$\not \mid $$ )

\not $${\mathbf {\mathsf{{<}}}}$$ ( $$\not<$$ )

\not $${\mathbf {\mathsf{{>}}}}$$ ( $$\not>$$ )

\not= ( $$\not =$$ )

\not\approx ( $$\not \approx $$ )

\not\equiv ( $$\not \equiv $$ )

\not\in ( $$\not \in $$ )

\not\parallel ( $$\not \parallel $$ )

\not\sim ( $$\not \sim $$ )

\nparallel ( $$\nparallel $$ )

\nprec ( $$\nprec $$ )

\npreceq ( $$\npreceq $$ )

\nshortmid ( $$\nshortmid $$ )

\nshortparallel ( $$\nshortparallel $$ )

\nsim ( $$\not \sim $$ )

\nsubseteq ( $$\nsubseteq $$ )

\nsubseteqq ( $$\nsubseteqq $$ )

\nsucc ( $$\nsucc $$ )

\nsucceq ( $$\nsucceq $$ )

\nsupseteq ( $$\nsupseteq $$ )

\nsupseteqq ( $$\nsupseteqq $$ )

\ntriangleleft ( )

\ntrianglelefteq ( )

\ntrianglelefteqslant ( )

\ntriangleright ( $$\ntriangleright $$ )

\ntrianglerighteq ( $$\ntrianglerighteq $$ )

\ntrianglerighteqslant ( s)

\nVDash ( $$\nVDash $$ )

\nvDash ( $$\nvDash $$ )

\nvdash ( $$\nvdash $$ )

\parallel ( $$\parallel $$ )

\perp ( $$\perp $$ )

\pitchfork ( $$\pitchfork $$ )

\prec ( $$\prec $$ )

\precapprox ( $$\precapprox $$ )

\preccurlyeq ( $$\preccurlyeq $$ )

\preceq ( $$\preceq $$ )

\precnapprox ( $$\precnapprox $$ )

\precnsim ( $$\precnsim $$ )

\precsim ( $$\precsim $$ )

\propto ( $$\propto $$ )

\risingdotseq ( )

\shortmid ( $$\shortmid $$ )

\shortparallel ( $$\parallel $$ )

\sim ( $$\sim $$ )

\simeq ( $$\simeq $$ )

\smallfrown ( $$\smallfrown $$ )

\smallsmile ( $$\smallsmile $$ )

\smile ( $$\smile $$ )

\sqsubset ( $$\sqsubset $$ )

\sqsubseteq ( $$\sqsubseteq $$ )

\sqsupset ( $$\sqsupset $$ )

\sqsupseteq ( $$\sqsupseteq $$ )

\Subset ( $$\Subset $$ )

\subset ( $$\subset $$ )

\subseteq ( $$\subseteq $$ )

\subseteqq ( $$\subseteqq $$ )

\subsetneq ( $$\subsetneq $$ )

\subsetneqq ( $$\subsetneqq $$ )

\subsetplus ( )

\subsetpluseq ( )

\succ ( $$\succ $$ )

\succapprox ( $$\succapprox $$ )

\succcurlyeq ( $$\succcurlyeq $$ )

\succeq ( $$\succeq $$ )

\succnapprox ( $$\succnapprox $$ )

\succnsim ( $$\succnsim $$ )

\succsim ( $$\succsim $$ )

\Supset ( $$\Supset $$ )

\supset ( $$\supset $$ )

\supseteq ( $$\supseteq $$ )

\supseteqq ( )

\supsetneq ( $$\supsetneq $$ )

\supsetneqq ( $$\supsetneqq $$ )

\supsetplus ( )

\supsetpluseq ( )

\therefore ( $$\therefore $$ )

\thickapprox ( $$\thickapprox $$ )

\thicksim ( $$\thicksim $$ )

\trianglelefteqslant ( )

\triangleq ( $$\triangleq $$ )

\trianglerighteq ( $$\trianglerighteq $$ )

\trianglerighteqslant ( )

\varpropto ( $$\varpropto $$ )

\varsubsetneq ( $$\varsubsetneq $$ )

\varsubsetneqq ( $$\varsubsetneqq $$ )

\varsupsetneq ( $$\varsupsetneq $$ )

\varsupsetneqq ( $$\varsupsetneqq $$ )

\vartriangleright ( $$\vartriangleright $$ )

\Vdash ( $$\Vdash $$ )

\vDash ( $$\vDash $$ )

\vdash ( $$\vdash $$ )

\Vvdash ( $$\Vvdash $$ )

\renewcommand{}{} , see also Users macros

\renewenvironment{}{}{} , see also Users macros

Report, see also Book

report , see also Book

\resizebox{}{}{} , see also Geometric transformation

\rfloor ( $$\rfloor $$ ), see also Delimiter

\rfoot[]{} , see also Page style

rgb , see also Font (color)

\rgroup ( $$\rgroup $$ ), see also Delimiter

\rhd ( $$\rhd $$ ), see also Binary operator

\rhead[]{} , see also Page style

\rho ( $$\rho $$ ), see also Greek letter

\right , see also Delimiter

\Rightarrow ( $$\Rightarrow $$ ), see also Arrow

\rightarrow ( $$\rightarrow $$ ), see also Arrow

\rightarrowtail ( $$\rightarrowtail $$ ), see also Arrow

\rightarrowtriangle ( ), see also Arrow

\rightharpoondown ( $$\rightharpoondown $$ ), see also Arrow

\rightharpoonup ( $$\rightharpoonup $$ ), see also Arrow

\rightleftarrows ( $$\rightleftarrows $$ ), see also Arrow

\rightleftharpoons ( $$\rightleftharpoons $$ ), see also Arrow

\rightmark , see also Page style

\rightrightarrows ( $$\rightrightarrows $$ ), see also Arrow

\rightslice ( ), see also Binary operator

\rightsquigarrow ( $$\rightsquigarrow $$ ), see also Arrow

\rightthreetimes ( $$\rightthreetimes $$ ), see also Binary operator

\risingdotseq ( ), see also Relation operator

{\rm } , see also Font family

\rmfamily , see also Font family

\rmoustache ( $$\rmoustache $$ ), see also Delimiter

Rochester , see also Slide presentation

Roman , roman , see also Numbering

\Roman{} , \roman{} , see also Numbering

rose , see also Slide presentation

rotate , see also Boxed texts

\rotatebox{}{} , see also Figure (drawing), Geometric transformation,

rotating , see also Boxed texts, Figure (drawing), Table

round , see also Bibliography

rounded , see also Slide presentation

\rowcolor[gray]{} , see also Table

\rowcolor{} , \rowcolor{}[][] , see also Table

\rrbracket ( $$\rrbracket$$ ), see also Delimiter

\rrceil ( ), see also Delimiter

\rrfloor ( ), see also Delimiter

\rrparenthesis ( ), see also Arrow

\Rsh ( $$\Rsh $$ ), see also Arrow

\rtimes ( $$\rtimes $$ ), see also Binary operator

Rule , see also Users macros

\rule[]{}{}

ruled , see also Users macros

S s

\S (§), see also Symbol (text)

\sb{} , see also Equation, Verbatim text

{\sc } , see also Font shape

\scalebox{}[]{} , see also Geometric transformation

school , see also Bibliography

{\scriptsize } , see also Font size

\scriptsize , see also Font size

\scshape , see also Font shape

seagull , see also Slide presentation

seahorse , see also Slide presentation

\searrow ( $$\searrow $$ ), see also Arrow

\sec~ x ( $$\sec \,x$$ ), see also Function (math)

\secnumdepth , see also Sectional unit

section , see also Sectional unit

\section*{} , see also Sectional unit

Section-wise item numbering

\section[]{} , see also Sectional unit

\section{} , see also Sectional unit

Sectional unit

\addtocounter{}{}

chapter

\chapter*{}

\chapter[]{}

\chapter{}

\chaptermark

\chaptername

\markboth{}{}

\markright{}

\paragraph{}

\part{}

\secnumdepth

section

\section*{}

\section[]{}

\section{}

\setcounter{}{}

\subparagraph{}

\subsection*{}

\subsection[]{}

\subsection{}

\subsectionmark

\subsubsection*{}

\subsubsection{}

\thechapter

\thepart

\thesection

\thesubsection

see{} , see also Index

seealso{} , see also Index

series , see also Bibliography

\setbeamertemplate{}[][] , see also Slide

\setcounter{}{} , see also Sectional unit

\setcounter{page}{} , see also Page numbering

\sethlcolor{} , see also Highlighted texts

\setlength{}{} , see also Length

\setminus ( $$\setminus $$ ), see also Binary operator

setspace , see also Line spacing

\settimeformat{} , see also Time

\SetWatermarkAngle{} , see also Watermarking

\SetWatermarkScale{} , see also Watermarking

\SetWatermarkText{} , see also Watermarking

{\sf } , see also Font family

\sffamily , see also Font family

\shabox{} , see also Boxed texts

shadow , see also Boxed texts, Slide

\shadowbox{} , see also Boxed texts

shapepar , see also Paragraph

\shapepar\nutshape{} , see also Paragraph

\sharp ( $$\sharp $$ ), see also Symbol (misc)

\shortdate , see also Date

\shortdownarrow ( ), see also Arrow

\shortleftarrow ( ), see also Arrow

\shortmid ( $$\shortmid $$ ), see also Relation operator

\shortmonthname[] , see also Date

\shortparallel ( $$\parallel $$ ), see also Relation operator

\shortrightarrow ( ), see also Arrow

\shortstack[]{} , see also Equation, Stacking

\shortuparrow ( ), see also Arrow

\show

shrink , see also Slide presentation

sidebar , see also Slide presentation

sidebartab , see also Slide presentation

\sideset{}{} , see also Equation, Stacking

sideways , see also Boxed texts, Table

sidewaysfigure , see also Figure

sidewaystable , see also Table

\Sigma ( $$\Sigma $$ ), see also Greek letter

\sigma ( $$\sigma $$ ), see also Greek letter

\signature{} , see also Letter

\sim ( $$\sim $$ ), see also Relation operator

\simeq ( $$\simeq $$ ), see also Relation operator

\sin~ x ( $$\sin \,x$$ ), see also Function (math)

Singapore , see also Slide

singlespace , see also Line spacing

\sinh~ x ( $$\sinh \,x$$ ), see also Function (math)

{\sl } , see also Font shape

slide , see also Document

Slide presentation

+-

alert@

\alert $${\mathbf {\mathsf{{<>}}}}$$ {}

alertblock

allowdisplaybreaks

allowframebreaks

\alt $${\mathbf {\mathsf{{<>}}}}$$ {}{}

\and

aspectratio

\author[]{}

beamer

beamerboxesrounded

\beamerbutton{}

\beamergotobutton{}

\beamerreturnbutton{}

\beamerskipbutton{}

block

\color $${\mathbf {\mathsf{{<>}}}}$$ []{}{}

Color theme

\column{}

columns

containsverbatim

corollary

currectsection

currectsubsection

\date[]{}

definition , definitions

\epsfig{}

example

exampleblock

examples

extsize

fact

fancyvrb

Font theme

frame

\frame[][]{}

\framesubtitle{}

\frametitle{}

\hyperlink $${\mathbf {\mathsf{{<>}}}}$$ {}{}

\hyperlinkframeend $${\mathbf {\mathsf{{<>}}}}$$ {}{}

\hyperlinkframeendprev $${\mathbf {\mathsf{{<>}}}}$$ {}{}

\hyperlinkframestart $${\mathbf {\mathsf{{<>}}}}$$ {}{}

\hyperlinkframestartnext $${\mathbf {\mathsf{{<>}}}}$$ {}{}

\hyperlinkpresentationend $${\mathbf {\mathsf{{<>}}}}$$ {}{}

\hyperlinkpresentationstart $${\mathbf {\mathsf{{<>}}}}$$ {}{}

\includegraphics $${\mathbf {\mathsf{{<>}}}}$$ []{}

\includegraphics[]{}

Inner theme

\inst{}

\institute[]{}

\invisible $${\mathbf {\mathsf{{<>}}}}$$ {}

invisibleenv

\item $${\mathbf {\mathsf{{<>}}}}$$

label

\logo{}

\only $${\mathbf {\mathsf{{<>}}}}$$ {}

\onslide $${\mathbf {\mathsf{{<>}}}}$$ {}

Outer theme

\pause

pausesections

pausesubsections

Presentation theme

proof

\setbeamertemplate{}[][]

shrink

squeeze

\subtitle{}

\tableofcontents

\temporal $${\mathbf {\mathsf{{<>}}}}$$ {}{}{}

\textbf $${\mathbf {\mathsf{{<>}}}}$$ {}

\textit $${\mathbf {\mathsf{{<>}}}}$$ {}

\textrm $${\mathbf {\mathsf{{<>}}}}$$ {}

\textsf $${\mathbf {\mathsf{{<>}}}}$$ {}

\textsl $${\mathbf {\mathsf{{<>}}}}$$ {}

theorem

\title[]{}

\titlegraphic{}

\titlepage

\uncover $${\mathbf {\mathsf{{<>}}}}$$ {}

uncoverenv

\usetheme{}

\verb" "

verbatim

\visible $${\mathbf {\mathsf{{<>}}}}$$ {}

visibleenv

Slide presentation (color theme)

albatross

beaver

beetle

crane

default

dolphin

dove

fly

lily

monarca

orchid

rose

seagull

seahorse

sidebartab

spruce

structure

\usecolortheme[]{}

whale

wolverine

Slide presentation (font theme)

default

serif

structurebold

structureitalicserif

structuresmallcapsserif

\usefonttheme[]{}

Slide presentation (inner theme)

circles

default

inmargin

rectangles

rounded

\useinnertheme[]{}

Slide presentation (outer theme)

default

infolines

miniframes

shadow

sidebar

smoothbars

smoothtree

split

tree

\useoutertheme[]{}

Slide presentation (presentation theme)

AnnArbor

Antibes

Bergen

Berkeley

Berlin

Boadilla

boxes

CambridgeUS

Copenhagen

Darmstadt

default

Dresden

EastLansing

Frankfurt

Goettingen

Hannover

Ilmenau

JuanLesPins

Luebeck

Madrid

Malmoe

Marburg

Montpellier

PaloAlto

Pittsburgh

Rochester

Singapore

Szeged

\usetheme[]{}

Warsaw

sloppypar , see also Hyphenating

\slshape , see also Font shape

{\small } , see also Font size

\small , see also Font size

\smallfrown ( $$\smallfrown $$ ), see also Relation operator

smallmatrix , see also Equation

\smallsetminus ( $$\smallsetminus $$ ), see also Binary operator

\smallsmile ( $$\smallsmile $$ ), see also Relation operator

\smile ( $$\smile $$ ), see also Relation operator

smoothbars , see also Slide presentation

smoothtree , see also Slide presentation

sort , see also Bibliography

sort&compress , see also Bibliography

soul , see also Highlighted texts

\sout{} , see also Emphasized texts

\sp{} , see also Equation, Verbatim text

spacing , see also Line spacing

\spadesuit ( $$\spadesuit $$ ), see also Symbol (misc)

\sphericalangle ( $$\sphericalangle $$ ), see also Symbol (misc)

split , see also Equation, Slide

spruce , see also Slide presentation

\sqcap ( $$\sqcap $$ ), see also Binary operator

\sqcup ( $$\sqcup $$ ), see also Binary operator

\sqrt[ n ]{ x } ( $$\root n \of {x}$$ ), , see also Accent (math)

\sqrt{ x } ( $$\sqrt{x}$$ ), see also Accent (math)

\sqsubset ( $$\sqsubset $$ ), see also Relation operator

\sqsubseteq ( $$\sqsubseteq $$ ), see also Relation operator

\sqsupset ( $$\sqsupset $$ ), see also Relation operator

\sqsupseteq ( $$\sqsupseteq $$ ), see also Relation operator

square , see also Bibliography

\square ( $$\square $$ ), see also Symbol (misc)

\squarepar{} , see also Paragraph

squeeze , see also Slide

\ss (ß), see also Symbol (text)

\ssearrow ( ), see also Arrow

\sslash ( ), see also Binary operator

\sswarrow ( ), see also Arrow

Stacking (equations)

\overleftarrow{}

\overrightarrow{}

\overset{}{}

\sideset{}{}

\stackrel{}{}

subarray

\substack{}

\underleftarrow{}

\underrightarrow{}

\underset{}{}

\stackrel{}{} , see also Equation, Stacking

\star ( $$\star $$ ), see also Binary operator

stmaryrd , see also Symbol (math)

structure , see also Slide presentation

structurebold , see also Slide presentation

structureitalicserif , see also Slide

structuresmallcapsserif , see also Slide

subarray , see also Equation, Stacking

subequations , see also Equation

subfig , see also Figure

subfigure , see also Figure

\subfigure[]{} , see also Figure

\subfloat[]{} , see also Figure

\subparagraph{} , see also Sectional unit

\subsection*{} , see also Sectional unit

\subsection{} , see also Sectional unit

\subsectionmark , see also Sectional unit

\Subset ( $$\Subset $$ ), see also Relation operator

\subset ( $$\subset $$ ), see also Relation operator

\subseteq ( $$\subseteq $$ ), see also Relation operator

\subseteqq ( $$\subseteqq $$ ), see also Relation operator

\subsetneq ( $$\subsetneq $$ ), see also Relation operator

\subsetneqq ( $$\subsetneqq $$ ), see also Relation operator

\subsetplus ( ), see also Relation operator

\subsetpluseq ( ), see also Relation operator

\substack{} , see also Equation, Stacking

\subsubsection*{} , see also Sectional unit

\subsubsection{} , see also Sectional unit

\subtitle{} , see also Slide presentation

\succ ( $$\succ $$ ), see also Relation operator

\succapprox ( $$\succapprox $$ ), see also Relation operator

\succcurlyeq ( $$\succcurlyeq $$ ), see also Relation operator

\succeq ( $$\succeq $$ ), see also Relation operator

\succnapprox ( $$\succnapprox $$ ), see also Relation operator

\succnsim ( $$\succnsim $$ ), see also Relation operator

\succsim ( $$\succsim $$ ), see also Relation operator

\sum_{}ˆ {} , see also Equation

\sup ( $$\sup $$ ), see also Function (math)

super , see also Bibliography

\Supset ( $$\Supset $$ ), see also Relation operator

\supset ( $$\supset $$ ), see also Relation operator

\supseteq ( $$\supseteq $$ ), see also Relation operator

\supseteqq ( ), see also Relation operator

\supsetneq ( $$\supsetneq $$ ), see also Relation operator

\supsetneqq ( $$\supsetneqq $$ ), see also Relation operator

\supsetplus ( ), see also Relation operator

\supsetpluseq ( ), see also Relation operator

\surd ( $$\surd $$ ), see also Symbol (misc)

\swarrow ( $$\swarrow $$ ), see also Arrow

Symbol (math-mode)

amsmath

amssymb

\boldsymbol{}

stmaryrd

Symbol (miscellaneous)

\aleph ( $$\aleph $$ )

\angle ( $$\angle $$ )

\backprime ( $$\backprime $$ )

\Bbbk ( $$\Bbbk $$ )

\beth ( $$\beth $$ )

\bigstar ( $$\bigstar $$ )

\blacklozenge ( $$\blacklozenge $$ )

\blacksquare ( $$\blacksquare $$ )

\blacktriangle ( $$\blacktriangle $$ )

\blacktriangledown ( $$\blacktriangledown $$ )

\bot ( $$\bot $$ )

\Box ( $$\Box $$ )

\cdot ( $$\cdot $$ )

\cdots ( $$\cdots $$ )

\circledS ( $$\circledS $$ )

\clubsuit ( $$\clubsuit $$ )

\complement ( $$\complement $$ )

\daleth ( $$\daleth $$ )

\ddots ( $$\ddots $$ )

\diamondsuit ( $$\diamondsuit $$ )

\ell ( $$\ell $$ )

\emptyset ( $$\emptyset $$ )

\eth ( $$\eth $$ )

\exists ( $$\exists $$ )

\Finv ( $$\Finv $$ )

\flat ( $$\flat $$ )

\forall ( $$\forall $$ )

\Game ( $$\Game $$ )

\gimel ( $$\gimel $$ )

\hbar ( $$\hbar $$ )

\heartsuit ( $$\heartsuit $$ )

\hslash ( $$\hslash $$ )

\Im ( $$\mathfrak {I}$$ )

\imath ( $$\imath $$ )

\infty ( $$\infty $$ )

\jmath ( $$\jmath $$ )

\lozenge ( $$\lozenge $$ )

\measuredangle ( $$\measuredangle $$ )

\mho ( $$\mho $$ )

\nabla ( $$\nabla $$ )

\natural ( $$\natural $$ )

\neg ( $$\lnot $$ )

\nexists ( $$\not \exists $$ )

\partials ( $$\partial $$ )

\prime ( $$\prime $$ )

\Re ( $$\mathfrak {R}$$ )

\sharp ( $$\sharp $$ )

\spadesuit ( $$\spadesuit $$ )

\sphericalangle ( $$\sphericalangle $$ )

\square ( $$\square $$ )

\surd ( $$\surd $$ )

\top ( $$\top $$ )

\qed

\triangledown ( $$\triangledown $$ )

\varnothing ( $$\varnothing $$ )

\vartriangle ( $$\vartriangle $$ )

\wp ( $$\wp $$ )

Symbol (text-mode)

?ˋ  ( )

\# (#)

\$ ($)

\% (%)

\& (&)

\ˆ \ (ˆ )

\_ (_)

\{\} ({})

\AA (Å)

\aa (å)

\AE (Æ)

\ae (æ)

\copyright (©)

\dag (†)

\ddag (‡)

\LaTeX (LaTeX)

\ldots (...)

\O (Ø)

\o (ø)

\OE (Œ)

\oe (œ)

\P (¶)

\pounds (£)

\qed

\S (§)

\ss (ß)

\vdots ( $$\vdots $$ )

Szeged , see also Slide presentation

T t

\t{ oo }  ( ), see also Accent (text)

Tabbing

\'

\=

\ $${\mathbf {\mathsf{{>}}}}$$

\\

\`{}

\a'{ o } (ó)

\a={ o } (ō)

\a`{ o } (ò)

\hspace*{} , \hspace{}

\kill

tabbing

tabbing , see also Tabbing

\tabcolsep , see also Table

Table

!

!hbt

*{}{}

$${\mathbf {\mathsf{{>}}}}$$ {}

$${\mathbf {\mathsf{{>}}}}$$ {$} $${\mathbf {\mathsf{{<}}}}$$ {$}

@{}

@{\extracolsep{}}

&

\\

|

\abovecaptionskip , see also Figure

\addlinespace[]

array

\arrayrulewidth

b{}

\begin{tabular}[]{}

\belowcaptionskip , see also Figure

booktabs

\bottomrule[]

caption , see also Figure

\caption{} , see also Figure

\captionsetup{} , see also Figure

\cellcolor[gray]{}

\cellcolor{}

\centering

\cline{}

colortbl

\columncolor[gray]{}

\columncolor{}

\columncolor{}[][]

\columnwidth

D{}{}{} (Decimal point alignment)

dcolumn

\def\tablename{}

endfloat , see also Figure

\nomarkersintext

\notablist

\tablename

\tableplace

\theposttbl

\extrarowheight

float

\footnote{} , see also Foot note

\footnotemark , see also Foot note

\footnotetext{} , see also Foot note

H , h

\hline

\label{}

longtable

\caption{}

\endfirsthead

\endfoot

\endhead

\endlastfoot

\label{}

\tablename

\thetable

m{}

\midrule[]

minipage

\multicolumn{}{}{}

multirow

\multirow{}{}{}

Nested tables

\newcolumntype{}[]{}

p{}

rotating

\rowcolor[gray]{}

\rowcolor{}

\rowcolor{}[][]

sideways

sidewaystable

\tabcolsep

table

table*

tabular

tabularx

X

\centering\arraybackslash

\linewidth

\raggedleft\arraybackslash

\raggedright\arraybackslash

\thetable

\toprule[]

\vrule

wrapfig , see also Figure

wraptable

table , see also Table

table* , see also Table

\tablename , see also Table

\tableofcontents , see also Contents

\tableplace , see also Table

tabular , see also Table

tabularx , see also Table

tabwindow , see also Paragraph

\tag*{} , \tag{} , see also Equation

\talloblong ( ), see also Binary operator

\tan~ x ( $$\tan \,x$$ ), see also Function (math)

\tanh~ x ( $$\tanh \,x$$ ), see also Function (math)

\tau ( $$\tau $$ ), see also Greek letter

\temporal $${\mathbf {\mathsf{{<>}}}}$$ {}{}{} , see also Slide

Text processing

LR-mode

Math-mode

Paragraph-mode

Text-mode

Text-mode, see also Text processing

Text-mode equation

\( \)

$ $

math

\text{} , see also Equation

\textbf $${\mathbf {\mathsf{{<>}}}}$$ {} , see also Slide

\textbf{} , see also Font series

\textcolor{}{} , see also Font (color)

\textdate , see also Date

\textheight , see also Page layout

\textit $${\mathbf {\mathsf{{<>}}}}$$ {} , see also Slide presentation

\textit{} , see also Font shape

\textmd{} , see also Font series

\textrm $${\mathbf {\mathsf{{<>}}}}$$ {} , see also Slide presentation

\textrm{} , see also Font family

Texts in figures, see also Figure (drawing)

\textsc{} , see also Font shape

\textsf $${\mathbf {\mathsf{{<>}}}}$$ {} , see also Slide presentation

\textsf{} , see also Font family

\textsl $${\mathbf {\mathsf{{<>}}}}$$ {} , see also Slide presentation

\textsl{} , see also Font shape

\texttt{} , see also Font family

\textup{} , see also Font shape

\textwidth , see also Page layout

\thanks{} , see also Article

thebibliography , see also Bibliography

\thechapter , see also Sectional unit

\THEDAY , see also Date

\theenumi , see also Listing

\theenumii , see also Listing

\theenumiii , see also Listing

\theenumiv , see also Listing

\theequation , see also Equation

\thefigure , see also Figure

\thefootnote , see also Foot note

\THEMONTH , see also Date

\thempfootnote , see also Foot note, Mini page

Theorem , see also Users macros

theorem , see also Slide presentation

\theoremstyle{} , see also Users macros

\thepart , see also Sectional unit

\thepostfig , see also Figure

\theposttbl , see also Table

\therefore ( $$\therefore $$ ), see also Relation operator

\thesection , see also Sectional unit

\thesubfigure , see also Figure

\thesubsection , see also Sectional unit

\Theta ( $$\Theta $$ ), see also Greek letter

\theta ( $$\theta $$ ), see also Greek letter

\thetable , see also Table

\thickapprox ( $$\thickapprox $$ ), see also Relation operator

\thicklines , see also Figure (drawing)

\thicksim ( $$\thicksim $$ ), see also Relation operator

\thickspace , see also Blank space

\thinlines , see also Figure (drawing)

\thinspace , see also Blank space

\thispagestyle{} ,, see also Page numbering

\thispagestyle{empty} , see also Page numbering

\tilde{\imath} ( $$\tilde{\imath }$$ ), , see also Accent (math)

\tilde{\jmath} ( $$\tilde{\jmath }$$ ), see also Accent (math)

\tilde{ x } ( $$\tilde{x}$$ ), see also Accent (math)

Time

\currenttime

datetime

\settimeformat{}

ampmtime

oclock

xxivtime

\times ( $$\times $$ ), see also Binary operator

{\tiny } , see also Font size

\tiny , see also Font size

title , see also Bibliography

\title[]{} , see also Slide presentation

\title{} , see also Article

\titlegraphic{} , see also Slide presentation

\titlepage , see also Slide presentation

titlepage , see also Document

titletoc , see also Contents

\to ( $$\rightarrow $$ ), see also Arrow, Equation

toc , see also Contents

tocdepth , see also Contents

\today , see also Date

\top ( $$\top $$ ), see also Symbol (misc)

\topmargin , see also Page layout

\toprule[] , see also Table

totalnumber

tree , see also Slide presentation

\triangle ( $$\triangle $$ ), see also Binary operator

\triangledown ( $$\triangledown $$ ), see also Symbol (misc)

\triangleleft ( $$\triangleleft $$ ), see also Binary operator

\trianglelefteq ( $$\trianglelefteq $$ ), see also Binary operator

\trianglelefteqslant ( ), see also Relation operator

\triangleq ( $$\triangleq $$ ), see also Relation operator

\triangleright ( $$\triangleright $$ ), see also Binary operator

\trianglerighteq ( $$\trianglerighteq $$ ), see also Relation operator

\trianglerighteqslant ( ), see also Relation operator

{\tt } , see also Font family

\ttfamily , see also Font family

turn , see also Boxed texts, Table

twocolumn , see also Article, Document

\twocolumn[] , see also Article, Document

\twodigit{} , see also Date

\twoheadleftarrow ( $$\twoheadleftarrow $$ ), see also Arrow

\twoheadrightarrow ( $$\twoheadrightarrow $$ ), see also Arrow

twoside , see also Document

type , see also Bibliography

U u

\u{ o }  ( ), see also Accent (text)

\ulcorner ( $$\ulcorner $$ ), see also Delimiter

ulem , see also Emphasized texts

\ULforem , see also Emphasized texts

\uncover $${\mathbf {\mathsf{{<>}}}}$$ {} , see also Slide presentation

uncoverenv , see also Slide presentation

\underbrace{ x } ( $$\underbrace{x}$$ ), see also Accent (math), Equation, Stacking

\underleftarrow{} , see also Stacking

\underline{} , see also Emphasized texts, Stacking

\underrightarrow{} , see also Stacking

\underset{}{} , see also Stacking

\unitlength , see also Figure (drawing)

\unlhd ( $$\unlhd $$ ), see also Binary operator

\unrhd ( $$\unrhd $$ ), see also Binary operator

unsrt , see also Bibliography

unsrtnat , see also Bibliography

\Uparrow ( $$\Uparrow $$ ), see also Arrow

\uparrow ( $$\uparrow $$ ), see also Arrow

\Updownarrow ( $$\Updownarrow $$ ), see also Arrow

\updownarrow ( $$\updownarrow $$ ), see also Arrow

\upharpoonleft ( $$\upharpoonleft $$ ), see also Arrow

\upharpoonright ( $$\upharpoonright $$ ), see also Arrow

\uplus ( $$\uplus $$ ), see also Binary operator

\upshape , see also Font shape

\Upsilon ( $$\Upsilon $$ ), see also Greek letter

\upsilon ( $$\upsilon $$ ), see also Greek letter

\upuparrows ( $$\upuparrows $$ ), see also Arrow

\urcorner ( ), see also Delimiter

url , see also Bibliography

\url{} , see also Bibliography

\usdate , see also Date

\usecolortheme[]{} , see also Slide

\usefonttheme[]{} , see also Slide

\useinnertheme[]{} , see also Slide

\useoutertheme[]{} , see also Slide

\usepackage{} , \usepackage[]{}

Users macros

\abstractname

amsthm

\appendixname

\bibtname

\chaptername

\contentsname

Corollary

Definition

\floatname{}{}

\floatstyle{}

boxed

plain

ruled

\indexname

\labelitemi

Lemma

\listfigurename

\listof{}{}

\listtablename

\newcommand{}[][]{}

\newcommand{}[]{}

\newcommand{}{}

\newenvironment{}[][]{}{}

\newenvironment{}[]{}{}

\newenvironment{}{}{}

\newfloat{}{}{}[]

\newtheorem*{}{}

\newtheorem{}{}[]

\partname

Principle

Proof

Proposition

\providecommand{}{}

\renewcommand{}[]{}

\renewenvironment{}{}{}

Rule

Theorem

\theoremstyle{}

break

plain

\usetheme[]{} , see also Slide presentation

\uwave{} , see also Emphasized texts

V v

\v{ o }  ( ), see also Accent (text)

\varbigcirc ( ), see also Binary operator

\varcurlyvee ( ), see also Binary operator

\varcurlywedge ( ), see also Binary operator

\varepsilon ( $$\varepsilon $$ ), see also Greek letter

varioref , see also Page numbering

\varkappa ( $$\varkappa $$ ), see also Greek letter

\varnothing ( $$\varnothing $$ ), see also Symbol (misc)

\varoast ( ), see also Binary operator

\varobar ( ), see also Binary operator

\varobslash ( ), see also Binary operator

\varocircle ( ), see also Binary operator

\varodot ( ), see also Binary operator

\varogreaterthan ( ), see also Binary operator

\varolessthan ( ), see also Binary operator

\varominus ( ), see also Binary operator

\varoplus ( ), see also Binary operator

\varoslash ( ), see also Binary operator

\varotimes ( ), see also Binary operator

\varovee ( ), see also Binary operator

\varowedge ( ), see also Binary operator

\varphi ( $$\varphi $$ ), see also Greek letter

\varpi ( $$\varpi $$ ), see also Greek letter

\varpropto ( $$\varpropto $$ ), see also Relation operator

\varrho ( $$\varrho $$ ), see also Greek letter

\varsigma ( $$\varsigma $$ ), see also Greek letter

\varsubsetneq ( $$\varsubsetneq $$ ), see also Relation operator

\varsubsetneqq ( $$\varsubsetneqq $$ ), see also Relation operator

\varsupsetneq ( $$\varsupsetneq $$ ), see also Relation operator

\varsupsetneqq ( $$\varsupsetneqq $$ ), see also Relation operator

\vartheta ( $$\vartheta $$ ), see also Greek letter

\vartimes ( ), see also Binary operator

\vartriangle ( $$\vartriangle $$ ), see also Symbol (misc)

\vartriangleright ( $$\vartriangleright $$ ), see also Relation operator

\Vdash ( $$\Vdash $$ ), see also Relation operator

\vDash ( $$\vDash $$ ), see also Relation operator

\vdash ( $$\vdash $$ ), see also Relation operator

\vdots ( $$\vdots $$ ), see also Symbol (text)

\vec{\imath} ( $$\mathbf {\imath }$$ ), see also Accent (math)

\vec{\jmath} ( $$\mathbf {\jmath }$$ ), see also Accent (math)

\vec{ x } ( $$\mathbf {x}$$ ), see also Accent (math)

Vector, see also Equation

\vector(){} , see also Figure (drawing)

\vee ( $$\vee $$ ), see also Binary operator

\veebar ( $$\veebar $$ ), see also Binary operator

\verb! ! , see also Verbatim text

\verb" " , see also Verbatim text

\verb*! ! , see also Verbatim text

\verb*" " , see also Verbatim text

Verbatim text

\( \)

⊔

alltt

boxedverbatim

listing

Mathematical expression and symbol

moreverb

\sb{}

\sp{}

\verb! !

\verb" "

\verb*! !

\verb*" "

verbatim

\Vert ( $$\Vert $$ ), see also Delimiter

\vert ( $$\vert $$ ), see also Delimiter

\vfill , see also Blank space

\visible $${\mathbf {\mathsf{{<>}}}}$$ {} , see also Slide presentation

visibleenv , see also Slide presentation

Vmatrix , vmatrix , see also Equation

\voffset , see also Page layout

volume , see also Bibliography

\vpageref[][]{} , see also Page numbering

\vpageref{} , see also Page numbering

\vref{} , see also Page numbering

\vrule , see also Table

\vskip , see also Blank space

\vspace*{} , see also Blank space, Book

\vspace*{\fill} , see also Blank space

\vspace{} , see also Blank space

\Vvdash ( $$\Vvdash $$ ), see also Relation operator

W w

Warning message

Warsaw , see also Slide presentation

Watermarking

draftwatermark

firstpage

\SetWatermarkAngle{}

\SetWatermarkScale{}

\SetWatermarkText{}

\wedge ( $$\wedge $$ ), see also Binary operator

whale , see also Slide presentation

white , see also Font (color)

width , see also Figure

window , see also Paragraph

wolverine , see also Slide presentation

\wp ( $$\wp $$ ), see also Symbol (misc)

\wr ( $$\wr $$ ), see also Binary operator

wrapfig , see also Figure, Table

wrapfigure , see also Figure

wraptable , see also Table

X x

X , see also Table

x ' ( $$x'$$ ), see also Accent (math)

xalignat , see also Equation

xfig

\Xi ( $$\Xi $$ ), see also Greek letter

\xi ( $$\xi $$ ), see also Greek letter

\xout{} , see also Emphasized texts

xxalignat , see also Equation

xxivtime , see also Time

Y y

\Ydown ( ), see also Binary operator

year , see also Bibliography

yellow , see also Font (color)

\Yleft ( ), see also Binary operator

\Yright ( ), see also Binary operator

\Yup ( ), see also Binary operator

Z z

\zeta ( $$\zeta $$ ), see also Greek letter