More math into LaTeX:
Gespeichert in:
| 1. Verfasser: | |
|---|---|
| Format: | Buch |
| Sprache: | English |
| Veröffentlicht: |
New York
Springer
2007
|
| Ausgabe: | 4. ed. |
| Schlagworte: | |
| Online-Zugang: | Cover http://deposit.dnb.de/cgi-bin/dokserv?id=2762354&prov=M&dok_var=1&dok_ext=htm Inhaltsverzeichnis |
| Beschreibung: | XXXIV, 619 S. Ill., graph. Darst. |
| ISBN: | 9780387322896 9780387688527 |
Internformat
MARC
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| 100 | 1 | |a Grätzer, George |d 1936- |e Verfasser |0 (DE-588)10907873X |4 aut | |
| 245 | 1 | 0 | |a More math into LaTeX |c George Grätzer. Foreword by Rainer Schöpf |
| 250 | |a 4. ed. | ||
| 264 | 1 | |a New York |b Springer |c 2007 | |
| 300 | |a XXXIV, 619 S. |b Ill., graph. Darst. | ||
| 336 | |b txt |2 rdacontent | ||
| 337 | |b n |2 rdamedia | ||
| 338 | |b nc |2 rdacarrier | ||
| 630 | 0 | 4 | |a AMS-LaTeX |
| 650 | 4 | |a Composition automatique (Industries graphiques) | |
| 650 | 7 | |a Formules (exacte wetenschappen) |2 gtt | |
| 650 | 7 | |a Latex (computerprogramma) |2 gtt | |
| 650 | 4 | |a Mathématiques - Impression - Logiciels | |
| 650 | 4 | |a Computerized typesetting | |
| 650 | 4 | |a Mathematics printing |x Computer programs | |
| 650 | 0 | 7 | |a AMS-LATEX |0 (DE-588)4324291-1 |2 gnd |9 rswk-swf |
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| 650 | 0 | 7 | |a Informatik |0 (DE-588)4026894-9 |2 gnd |9 rswk-swf |
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| 780 | 0 | 0 | |i Bis Grätzer, George A.: Math into LaTeX |
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Datensatz im Suchindex
| _version_ | 1804137364716519424 |
|---|---|
| adam_text | Short Contents
Foreword xxi
Preface to the F^Uttl» Edition xxv
Introduction xxix
I Short Cour$e 1
1 Your I^TjeX 3
2 Typing text 7
3 Typing matli 17
4 Your flrst art «le Wd presentation 35
II Text and Math 59
5 Typing text 61
6 Text environi°*nts 117
7 Typing matb I51
8 More math 187
9 Multiline math di$Plays 207
viü Short Contents
III Document Structure 245
10 I^IjgX documents 247
11 The AMS article document class 271
12 Legacy document classes 303
IV Presentations and PDF Documents 315
i
13 PDF documents 317
14 Presentations 325
i
V Customization 361
15 Customizlng LMJgX 363
VI Long Documents 419
16 BlBTfeX 421
17 Makeindex 449
18 Books in I T£X 465
A Installation 489
B Math symbol tables 501
C Text symbol tables 515 ,
D Some background 521
E I^TfiX and the Internet 537
I
F PostScript fonts 543
G LMfcX localized 547
H Final thoughts 551 !
Bibliography 557
Index 561
I
Contents
Foreword xxi
Preface to the Fourth Edition xxv
Acknowledgments xxvii
Introduction xxix
Is this book for you? xxix
I Short Course 1
1 YourtfTfcX 3
1.1 Your Computer 3
1.2 Sample files 4
1.3 Editingcycle ¦ 4
1.4 Three productivity tools 5
2 Typing text 7
2.1 Thekeyboard ¦ 8
2.2 Your first note 9
2.3 Lines too wide. ¦ 12
2.4 More text features . • 13
3 Typing math 17
3.1 A note with math . • 17
3.2 Errors in math ¦ 19
3.3 Building blocks of a formula 22
3.4 Displayed formulas • 27
3.4.1 Equations • 27
x Contents
3.4.2 Aligned formulas 30
3.4.3 Cases 33
4 Your first article and presentation 35
4.1 The anatomy of an article 35
4.1.1 The typeset sample article 41
4.2 An article template 44
4.2.1 Editing the top matter 44
4.2.2 Sectioning 46
4.2.3 Invoking proclamations 46
4.2.4 Inserting references 47
4.3 OnusingMßX 48
4.3.1 1#IeX error messages 48
4.3.2 Logical and Visual design - 52
4.4 Converting an article to a presentation 53
4.4.1 Preliminary changes 53
4.4.2 Making the pages 55
4.4.3 Finetuning 55
II Text and Math 59
5 Typing text 61
5.1 Thekeyboard 62
5.1.1 Basic keys 62
5.1.2 Special keys 63
5.1.3 Prohibited keys 63
5.2 Words, sentences, and paragraphs 64
5.2.1 Spacingrules 64
5.2.2 Periods 66
5.3 Commanding KTgX 67
5.3.1 Commands and environments 68
5.3.2 Scope 71
5.3.3 Types of commands 73
5.4 Symbols not on the keyboard 74
5.4.1 Quotation marks 75
5.4.2 Dashes 75
5.4.3 Ties or nonbreakable Spaces 76
5.4.4 Special characters 76
5.4.5 Ellipses 78
5.4.6 Ligatures 79
5.4.7 Accents and symbols in text 79
5.4.8 Logos and dates 80
Contents x[
5.4.9 Hyphenation 82
5.5 Comments and footnotes 85
5.5.1 Comments 85
5.5.2 Footnotes 87
5.6 Changing fönt characteristics 88
5.6.1 Basic fönt characteristics 88
5.6.2 Document fönt families 89
5.6.3 Shape commands 90
5.6.4 Italic corrections 91
5.6.5 Series 93
5.6.6 Sizechanges 93
5.6.7 Orthogonality 94
5.6.8 Obsolete two-letter commands 94
5.6.9 Low-level commands 95
5.7 Lines, paragraphs, and pages 95
5.7.1 Lines 96
5.7.2 Paragraphs 99
5.7.3 Pages 100
5.7.4 Multicolumn printing 101
5.8 Spaces 102
5.8.1 Horizontal Spaces 102
5.8.2 Vertical Spaces 104
5.8.3 Relative spaces 105
5.8.4 Expanding spaces 106
5.9 Boxes 107
5.9.1 Line boxes 107
5.9.2 Frame boxes 109
5.9.3 Paragraph boxes 110
5.9.4 Marginal comments 112
5.9.5 Solid boxes 113
5.9.6 Fine runing boxes 115
6 Text environments 117
6.1 Some general rules for displayed text environments 118
6.2 List environments 118
6.2.1 Numbered lists 119
6.2.2 Bulleted lists 119
6.2.3 Captioned lists 120
6.2.4 A rule and combinations 120
6.3 Style and size environments 123
6.4 Proclamations (theorem-like structures) 124
6.4.1 The füll syntax 128
xjj Contents
6.4.2 Proclamations with style 129
6.5 Proof environments 131
6.6 Tabular environments 133
6.6.1 Tablestyles 140
6.7 Tabbing environments 141
6.8 Miscellaneous displayed text environments 143
7 Typing math 151
7.1 Math environments 152
7.2 Spacing rules 154
7.3 Equations 156
7.4 Basic constructs 157
7.4.1 Arithmetic operations 157
7.4.2 Binomial coefficients 159
7.4.3 Ellipses 160
7.4.4 Integrals 161
7.4.5 Roots 161
7.4.6 Text in math 162
7.4.7 Building a formula step-by-step 164
7.5 Delimiters 166
7.5.1 Stretching delimiters 167
7.5.2 Delimiters that do not Stretch 168
7.5.3 Limitations of stretching 169
7.5.4 Delimiters as binary relations 170
7.6 Operators 170
7.6.1 Operator tables 171
7.6.2 Defining Operators 173
7.6.3 Congruences 173
7.6.4 Large Operators 174
7.6.5 Multiline subscripts and superscripts 176
7.7 Math accents 176
7.8 Stretchable horizontal lines 178
7.8.1 Horizontal braces 178
7.8.2 Overlines and underlines 179
7.8.3 Stretchable arrow math symbols 179
7.9 Formula Gallery 180
8 More math 187
8.1 Spacing of symbols 187
8.1.1 Classification 188
8.1.2 Three exceptions 188
8.1.3 Spacing commands 190
8.1.4 Examples 190
Contents xjjj
8.1.5 The phantom command 191
8.2 Building new Symbols 192
8.2.1 Stacking symbols 192
8.2.2 Negating and side-setting symbols 194
8.2.3 Changing the type of a symbol 195
8.3 Math alphabets and symbols 195
8.3.1 Math alphabets 196
8.3.2 Math symbol alphabets 197
8.3.3 Bold math symbols 197
8.3.4 Sizechanges 199
8.3.5 Continued fractions 200
8.4 Vertical spacing 200
8.5 Tagging and grouping 201
8.6 Miscellaneous 204
8.6.1 Generalized fractions 204
8.6.2 Boxed formulas 205
9 Multiline math displays 207
9.1 Visual Guide 207
9.1.1 Columns 209
9.1.2 Subsidiary math environments 209
9.1.3 Adjusted columns 210
9.1.4 Aligned columns 210
9.1.5 Touring the Visual Guide 210
9.2 Gathering formulas 211
9.3 Splitting long formulas 212
9.4 Some general rules 215
9.4.1 General rules 215
9.4.2 Subformula rules 215
9.4.3 Breaking and aligning formulas 217
9.4.4 Numbering groups of formulas 218
9.5 Aligned columns 219
9.5.1 An align variant 221
9.5.2 eqnarray, the ancestorof align 222
9.5.3 The subformula rule revisited 223
9.5.4 The alignat environment 224
9.5.5 Inserting text 226
9.6 Aligned subsidiary math environments 227
9.6.1 Subsidiary Variante 227
9.6.2 Split 230
9.7 Adjusted columns 231
9.7.1 Matrices 232
xjv Contents
9.7.2 Arrays 236
9.7.3 Cases 239
9.8 Commutative diagrams 240
9.9 Adjusting the display 242
III Document Structure 245
10 I^IfcX documents 247
10.1 The structure of a document 248
10.2 Thepreamble 249
10.3 Top matter 251
10.3.1 Abstract 251
10.4 Main matter 251
10.4.1 Sectioning 252
10.4.2 Cross-referencing 255
10.4.3 Floating tables and illustrations 258
10.5 Back matter 261
10.5.1 Bibliographies in articles 261
10.5.2 Simple indexes 267
10.6 Visual design 268
11 The AMS article document class 271
11.1 Why amsart? 271
11.1.1 Submitting an article to the AMS 271
11.1.2 Submitting an article to Algebra Universalis 272
11.1.3 Submitting to other Journals 272
11.1.4 Submitting to Conference proceedings 273
11.2 The top matter 273
11.2.1 Article Information 273
11.2.2 Author information 275
11.2.3 AMS information 279
11.2.4 Multiple authors 281
11.2.5 Examples 282
11.2.6 Abstract 285
11.3 The sample article 285
11.4 Article templates 294
11.5 Options 297
11.6 The AMS packages 300
Contents xv
12 Legacy document classes 303
12.1 Articles andreports 303
12.1.1 Top matter 304
12.1.2 Options 306
12.2 Letters 308
12.3 The KTßX distribution 310
12.3.1 Tools 312
IV Presentations and PDF Documenta 315
13 PDF documents 317
13.1 PostScript and PDF 317
13.1.1 PostScript 317
13.1.2 PDF 318
13.1.3 Hyperlinks 319
13.2 Hyperlinks forKTEX 319
13.2.1 Using hyperref 320
13.2.2 backref and colorlinks 320
13.2.3 Bookmarks 321
13.2.4 Additional commands 322
14 Presentations 325
14.1 Quick and dirty beamer 326
14.1.1 First changes 326
14.1.2 Changes in the body 327
14.1.3 Making things prettier 328
14.1.4 Adjusting the navigation 328
14.2 Babybeamers 333
14.2.1 Overlays 333
14.2.2 Understanding overlays 335
14.2.3 More on the only and onslide commands 337
14.2.4 Lists as overlays 339
14.2.5 Out ofsequence overlays 341
14.2.6 Blocks and overlays 343
14.2.7 Links 343
14.2.8 Columns 347
14.2.9 Coloring 348
14.3 Thestructureofapresentation 350
14.3.1 Longer presentations 354
14.3.2 Navigation symbols 354
14.4 Notes 355
14.5 Themes 356
xvi Contents
14.6 Planning your presentation 358
14.7 What did I leave out? 358
V Customization 361
15 Customizing I^TeX 363
15.1 User-defined commands 364
15.1.1 Examples and rules 364
15.1.2 Arguments 370
15.1.3 Short arguments 373
15.1.4 Optional arguments 374
15.1.5 Redefining commands 374
15.1.6 Redefining names 375
15.1.7 Showing the definitions of commands 376
15.1.8 Delimited commands 378
15.2 User-defined environments 380
15.2.1 Modifying existing environments 380
15.2.2 Arguments 383
15.2.3 Optional arguments with default values 384
15.2.4 Short contents 385
15.2.5 Brand-new environments 385
15.3 A custom command file 386
15.4 The sample article with user-defined commands 392
15.5 Numbering and measuring 398
15.5.1 Counters 399
15.5.2 Length commands 403
15.6 Custom lists 406
15.6.1 Length commands for the 1 ist environment 407
15.6.2 The list environment 409
15.6.3 Two complete examples 411
15.6.4 The trivlist environment 414
15.7 The dangers of customization 415
VI Long Documents 419
16 BibTeX 421
16.1 Thedatabase 423
16.1.1 Entrytypes 423
16.1.2 Typing fields 426
16.1.3 Articles 428
16.1.4 Books 429
Contents xvü
16.1.5 Conference proceedings and collections 430
16.1.6 Theses 433
16.1.7 Technical reports 434
16.1.8 Manuscripts and other entry types 435
16.1.9 Abbreviations 436
16.2 Using BlBTßX 437
16.2.1 Sample files 437
16.2.2 Setup 439
16.2.3 Four steps ofBiBTßXing 440
16.2.4 BiBTgX rules and messages 443
16.2.5 Submitting an article 446
16.3 Concluding comments 446
17 Makeindex 449
17.1 Preparing the document 449
17.2 Index commands 453
17.3 Processing the index entries 459
17.4 Rules 462
17.5 Multiple indexes 463
17.6 Glossary 464
17.7 Concluding comments 464
18 Books in I^IfcX 465
18.1 Book document classes 466
18.1.1 Sectioning 466
18.1.2 Division of the body 467
18.1.3 Document class options 468
18.1.4 Title pages 4OV
18.1.5 Springer s document class for monographs 469
18.2 Tablesofcontents,listsoftablesandfigures 473
18.2.1 Tablesof Contents 473
18 2 2 Listsoftablesandfigures 4?5
476
18.2.3 Exercises
18.3 Organizing the files for abook 476
18.3.1 The folders and the master document 477
18.3.2 Inclusion and selective inclusion 478
18.3.3 Organizing your files
18.4 Logical design
18.5 Final preparations for the publisher ™
18.6 Ifyoucreate the PDF file for your book 484
xviii Contents
A Installation 489
A.l MgXonaPC 490
A.l.l Installing MiKTeX 490
A.1.2 Installing WinEdt 490
A.1.3 The editing cycle 491
A.l.4 Making a mistake 491
A. 1.5 Three productivity tools 494
A.1.6 An important folder 494
A.2 ETEXonaMac 495
A.2.1 Installations 495
A.2.2 Working with TeXShop 496
A.2.3 The editing cycle 498
A.2.4 Making a mistake 498
A.2.5 Three productivity tools 498
A.2.6 An important folder 499
B Math symbol tables 501
B.l Hebrew and Greek letters 501
B.2 Binary relations 503
B.3 Binary operations 506
B.4 Arrows 507
B.5 Miscellaneous Symbols 508
B.6 Delimiters 509
B.7 Operators 510
B.7.1 Large Operators 511
B.8 Math accents and fonts 512
B.9 Math spacing commands 513
C Text symbol tables 515
C.l Some European characters 515
C.2 Text accents 516
C.3 Text fönt commands 516
C.3.1 Text fönt family commands 516
C.3.2 Text fönt size changes 517
C.4 Additional text symbols 518
C.5 Additional text symbols with Tl encoding 519
C.6 Text spacing commands 520
D Some background 521
DJ A short history 521
D.l.l TßX 521
D.1.2 BT^K 2.09 and AmS-T L 522
D.1.3 BTeX3 523 ;
Contents x;x
D.1.4 More recent developments 524
D.2 Structure 525
D.2.1 Using KTbX 525
D.2.2 AMS packages revisited 528
D.3 How MjnX works 528
D.3.1 Thelayers 528
D.3.2 Typesetting 529
D.3.3 Viewing and printing 530
D.3.4 LJTBX sfiles 531
D.4 Interactive KTeX 534
D.5 Separating form and content 535
E MeX and the Internet 537
E. 1 Obtaining files from the Internet 537
E.2 The TeX Users Group 541
E.3 SomeusefulsourcesofBTrÄ Information 542
F PostScript fonts 543
F.l The Times fönt and MathTime 544
F.2 Lucida Bright fonts 546
F.3 More PostScript fonts 546
G I^TfcX localized 547
H Final thoughts 551
H.l What was left out? 551
H.l.l WTjiX. omissions 551
H.1.2 TgX omissions 552
H.2 Further reading 553
H.3 What s Coming 554
Bibliography 5S7
T J 561
Index
|
| adam_txt |
Short Contents
Foreword xxi
Preface to the F^Uttl» Edition xxv
Introduction xxix
I Short Cour$e 1
1 Your I^TjeX 3
2 Typing text 7
3 Typing matli 17
4 Your flrst art «le Wd presentation 35
II Text and Math 59
5 Typing text 61
6 Text environi°*nts 117
7 Typing matb I51
8 More math 187
9 Multiline math di$Plays 207
viü Short Contents '
III Document Structure 245
10 I^IjgX documents 247
11 The AMS article document class 271
12 Legacy document classes 303
IV Presentations and PDF Documents 315
i
13 PDF documents 317
14 Presentations 325
i
V Customization 361
15 Customizlng LMJgX 363
VI Long Documents 419
16 BlBTfeX 421
17 Makeindex 449 '
18 Books in I T£X 465
A Installation 489
B Math symbol tables 501
C Text symbol tables 515 ,
D Some background 521
E I^TfiX and the Internet 537
I
F PostScript fonts 543
G LMfcX localized 547
H Final thoughts 551 !
Bibliography 557
Index 561
I
Contents
Foreword xxi
Preface to the Fourth Edition xxv
Acknowledgments xxvii
Introduction xxix
Is this book for you? xxix
I Short Course 1
1 YourtfTfcX 3
1.1 Your Computer 3
1.2 Sample files 4
1.3 Editingcycle ¦ 4
1.4 Three productivity tools 5
2 Typing text 7
2.1 Thekeyboard ¦ 8
2.2 Your first note 9
2.3 Lines too wide. ¦ 12
2.4 More text features . • 13
3 Typing math 17
3.1 A note with math . • 17
3.2 Errors in math ¦ 19
3.3 Building blocks of a formula 22
3.4 Displayed formulas • 27
3.4.1 Equations • 27
x Contents
3.4.2 Aligned formulas 30
3.4.3 Cases 33
4 Your first article and presentation 35
4.1 The anatomy of an article 35
4.1.1 The typeset sample article 41
4.2 An article template 44
4.2.1 Editing the top matter 44
4.2.2 Sectioning 46
4.2.3 Invoking proclamations 46
4.2.4 Inserting references 47
4.3 OnusingMßX 48
4.3.1 1#IeX error messages 48
4.3.2 Logical and Visual design - 52
4.4 Converting an article to a presentation 53
4.4.1 Preliminary changes 53
4.4.2 Making the pages 55
4.4.3 Finetuning 55
II Text and Math 59
5 Typing text 61
5.1 Thekeyboard 62
5.1.1 Basic keys 62
5.1.2 Special keys 63
5.1.3 Prohibited keys 63
5.2 Words, sentences, and paragraphs 64
5.2.1 Spacingrules 64
5.2.2 Periods 66
5.3 Commanding KTgX 67
5.3.1 Commands and environments 68
5.3.2 Scope 71
5.3.3 Types of commands 73
5.4 Symbols not on the keyboard 74
5.4.1 Quotation marks 75
5.4.2 Dashes 75
5.4.3 Ties or nonbreakable Spaces 76
5.4.4 Special characters 76
5.4.5 Ellipses 78
5.4.6 Ligatures 79
5.4.7 Accents and symbols in text 79
5.4.8 Logos and dates 80 '
Contents x[
5.4.9 Hyphenation 82
5.5 Comments and footnotes 85
5.5.1 Comments 85
5.5.2 Footnotes 87
5.6 Changing fönt characteristics 88
5.6.1 Basic fönt characteristics 88
5.6.2 Document fönt families 89
5.6.3 Shape commands 90
5.6.4 Italic corrections 91
5.6.5 Series 93
5.6.6 Sizechanges 93
5.6.7 Orthogonality 94
5.6.8 Obsolete two-letter commands 94
5.6.9 Low-level commands 95
5.7 Lines, paragraphs, and pages 95
5.7.1 Lines 96
5.7.2 Paragraphs 99
5.7.3 Pages 100
5.7.4 Multicolumn printing 101
5.8 Spaces 102
5.8.1 Horizontal Spaces 102
5.8.2 Vertical Spaces 104
5.8.3 Relative spaces 105
5.8.4 Expanding spaces 106
5.9 Boxes 107
5.9.1 Line boxes 107
5.9.2 Frame boxes 109
5.9.3 Paragraph boxes 110
5.9.4 Marginal comments 112
5.9.5 Solid boxes 113
5.9.6 Fine runing boxes 115
6 Text environments 117
6.1 Some general rules for displayed text environments 118
6.2 List environments 118
6.2.1 Numbered lists 119
6.2.2 Bulleted lists 119
6.2.3 Captioned lists 120
6.2.4 A rule and combinations 120
6.3 Style and size environments 123
6.4 Proclamations (theorem-like structures) 124
6.4.1 The füll syntax 128
xjj Contents
6.4.2 Proclamations with style 129
6.5 Proof environments 131
6.6 Tabular environments 133
6.6.1 Tablestyles 140
6.7 Tabbing environments 141
6.8 Miscellaneous displayed text environments 143
7 Typing math 151
7.1 Math environments 152
7.2 Spacing rules 154
7.3 Equations 156
7.4 Basic constructs 157
7.4.1 Arithmetic operations 157
7.4.2 Binomial coefficients 159
7.4.3 Ellipses 160
7.4.4 Integrals 161
7.4.5 Roots 161
7.4.6 Text in math 162
7.4.7 Building a formula step-by-step 164
7.5 Delimiters 166
7.5.1 Stretching delimiters 167
7.5.2 Delimiters that do not Stretch 168
7.5.3 Limitations of stretching 169
7.5.4 Delimiters as binary relations 170
7.6 Operators 170
7.6.1 Operator tables 171
7.6.2 Defining Operators 173
7.6.3 Congruences 173
7.6.4 Large Operators 174
7.6.5 Multiline subscripts and superscripts 176
7.7 Math accents 176
7.8 Stretchable horizontal lines 178
7.8.1 Horizontal braces 178
7.8.2 Overlines and underlines 179
7.8.3 Stretchable arrow math symbols 179
7.9 Formula Gallery 180
8 More math 187
8.1 Spacing of symbols 187
8.1.1 Classification 188
8.1.2 Three exceptions 188
8.1.3 Spacing commands 190
8.1.4 Examples 190
Contents xjjj
8.1.5 The phantom command 191
8.2 Building new Symbols 192
8.2.1 Stacking symbols 192
8.2.2 Negating and side-setting symbols 194
8.2.3 Changing the type of a symbol 195
8.3 Math alphabets and symbols 195
8.3.1 Math alphabets 196
8.3.2 Math symbol alphabets 197
8.3.3 Bold math symbols 197
8.3.4 Sizechanges 199
8.3.5 Continued fractions 200
8.4 Vertical spacing 200
8.5 Tagging and grouping 201
8.6 Miscellaneous 204
8.6.1 Generalized fractions 204
8.6.2 Boxed formulas 205
9 Multiline math displays 207
9.1 Visual Guide 207
9.1.1 Columns 209
9.1.2 Subsidiary math environments 209
9.1.3 Adjusted columns 210
9.1.4 Aligned columns 210
9.1.5 Touring the Visual Guide 210
9.2 Gathering formulas 211
9.3 Splitting long formulas 212
9.4 Some general rules 215
9.4.1 General rules 215
9.4.2 Subformula rules 215
9.4.3 Breaking and aligning formulas 217
9.4.4 Numbering groups of formulas 218
9.5 Aligned columns 219
9.5.1 An align variant 221
9.5.2 eqnarray, the ancestorof align 222
9.5.3 The subformula rule revisited 223
9.5.4 The alignat environment 224
9.5.5 Inserting text 226
9.6 Aligned subsidiary math environments 227
9.6.1 Subsidiary Variante 227
9.6.2 Split 230
9.7 Adjusted columns 231
9.7.1 Matrices 232
xjv Contents
9.7.2 Arrays 236
9.7.3 Cases 239
9.8 Commutative diagrams 240
9.9 Adjusting the display 242
III Document Structure 245
10 I^IfcX documents 247
10.1 The structure of a document 248
10.2 Thepreamble 249
10.3 Top matter 251
10.3.1 Abstract 251
10.4 Main matter 251
10.4.1 Sectioning 252
10.4.2 Cross-referencing 255
10.4.3 Floating tables and illustrations 258
10.5 Back matter 261
10.5.1 Bibliographies in articles 261
10.5.2 Simple indexes 267
10.6 Visual design 268
11 The AMS article document class 271
11.1 Why amsart? 271
11.1.1 Submitting an article to the AMS 271
11.1.2 Submitting an article to Algebra Universalis 272
11.1.3 Submitting to other Journals 272
11.1.4 Submitting to Conference proceedings 273
11.2 The top matter 273
11.2.1 Article Information 273
11.2.2 Author information 275
11.2.3 AMS information 279
11.2.4 Multiple authors 281
11.2.5 Examples 282
11.2.6 Abstract 285
11.3 The sample article 285
11.4 Article templates 294
11.5 Options 297
11.6 The AMS packages 300
Contents xv
12 Legacy document classes 303
12.1 Articles andreports 303
12.1.1 Top matter 304
12.1.2 Options 306
12.2 Letters 308
12.3 The KTßX distribution 310
12.3.1 Tools 312
IV Presentations and PDF Documenta 315
13 PDF documents 317
13.1 PostScript and PDF 317
13.1.1 PostScript 317
13.1.2 PDF 318
13.1.3 Hyperlinks 319
13.2 Hyperlinks forKTEX 319
13.2.1 Using hyperref 320
13.2.2 backref and colorlinks 320
13.2.3 Bookmarks 321
13.2.4 Additional commands 322
14 Presentations 325
14.1 Quick and dirty beamer 326
14.1.1 First changes 326
14.1.2 Changes in the body 327
14.1.3 Making things prettier 328
14.1.4 Adjusting the navigation 328
14.2 Babybeamers 333
14.2.1 Overlays 333
14.2.2 Understanding overlays 335
14.2.3 More on the \only and \onslide commands 337
14.2.4 Lists as overlays 339
14.2.5 Out ofsequence overlays 341
14.2.6 Blocks and overlays 343
14.2.7 Links 343
14.2.8 Columns 347
14.2.9 Coloring 348
14.3 Thestructureofapresentation 350
14.3.1 Longer presentations 354
14.3.2 Navigation symbols 354
14.4 Notes 355
14.5 Themes 356
xvi Contents
14.6 Planning your presentation 358
14.7 What did I leave out? 358
V Customization 361
15 Customizing I^TeX 363
15.1 User-defined commands 364
15.1.1 Examples and rules 364
15.1.2 Arguments 370
15.1.3 Short arguments 373
15.1.4 Optional arguments 374
15.1.5 Redefining commands 374
15.1.6 Redefining names 375
15.1.7 Showing the definitions of commands 376
15.1.8 Delimited commands 378
15.2 User-defined environments 380
15.2.1 Modifying existing environments 380
15.2.2 Arguments 383
15.2.3 Optional arguments with default values 384
15.2.4 Short contents 385
15.2.5 Brand-new environments 385
15.3 A custom command file 386
15.4 The sample article with user-defined commands 392
15.5 Numbering and measuring 398
15.5.1 Counters 399
15.5.2 Length commands 403
15.6 Custom lists 406
15.6.1 Length commands for the 1 ist environment 407
15.6.2 The list environment 409
15.6.3 Two complete examples 411
15.6.4 The trivlist environment 414
15.7 The dangers of customization 415
VI Long Documents 419
16 BibTeX 421
16.1 Thedatabase 423
16.1.1 Entrytypes 423
16.1.2 Typing fields 426
16.1.3 Articles 428
16.1.4 Books 429
Contents xvü
16.1.5 Conference proceedings and collections 430
16.1.6 Theses 433
16.1.7 Technical reports 434
16.1.8 Manuscripts and other entry types 435
16.1.9 Abbreviations 436
16.2 Using BlBTßX 437
16.2.1 Sample files 437
16.2.2 Setup 439
16.2.3 Four steps ofBiBTßXing 440
16.2.4 BiBTgX rules and messages 443
16.2.5 Submitting an article 446
16.3 Concluding comments 446
17 Makeindex 449
17.1 Preparing the document 449
17.2 Index commands 453
17.3 Processing the index entries 459
17.4 Rules 462
17.5 Multiple indexes 463
17.6 Glossary 464
17.7 Concluding comments 464
18 Books in I^IfcX 465
18.1 Book document classes 466
18.1.1 Sectioning 466
18.1.2 Division of the body 467
18.1.3 Document class options 468
18.1.4 Title pages 4OV
18.1.5 Springer's document class for monographs 469
18.2 Tablesofcontents,listsoftablesandfigures 473
18.2.1 Tablesof Contents 473
18 2 2 Listsoftablesandfigures 4?5
' ' 476
18.2.3 Exercises
18.3 Organizing the files for abook 476
18.3.1 The folders and the master document 477
18.3.2 Inclusion and selective inclusion 478
18.3.3 Organizing your files
18.4 Logical design
18.5 Final preparations for the publisher ™
18.6 Ifyoucreate the PDF file for your book 484
xviii Contents
A Installation 489
A.l MgXonaPC 490
A.l.l Installing MiKTeX 490
A.1.2 Installing WinEdt 490
A.1.3 The editing cycle 491
A.l.4 Making a mistake 491
A. 1.5 Three productivity tools 494
A.1.6 An important folder 494
A.2 ETEXonaMac 495
A.2.1 Installations 495
A.2.2 Working with TeXShop 496
A.2.3 The editing cycle 498
A.2.4 Making a mistake 498
A.2.5 Three productivity tools 498
A.2.6 An important folder 499
B Math symbol tables 501
B.l Hebrew and Greek letters 501
B.2 Binary relations 503
B.3 Binary operations 506
B.4 Arrows 507
B.5 Miscellaneous Symbols 508
B.6 Delimiters 509
B.7 Operators 510
B.7.1 Large Operators 511
B.8 Math accents and fonts 512
B.9 Math spacing commands 513
C Text symbol tables 515
C.l Some European characters 515
C.2 Text accents 516
C.3 Text fönt commands 516
C.3.1 Text fönt family commands 516
C.3.2 Text fönt size changes 517
C.4 Additional text symbols 518
C.5 Additional text symbols with Tl encoding 519
C.6 Text spacing commands 520
D Some background 521
DJ A short history 521
D.l.l TßX 521
D.1.2 BT^K 2.09 and AmS-T L 522
D.1.3 BTeX3 523 ;
Contents x;x
D.1.4 More recent developments 524
D.2 Structure 525
D.2.1 Using KTbX 525
D.2.2 AMS packages revisited 528
D.3 How MjnX works 528
D.3.1 Thelayers 528
D.3.2 Typesetting 529
D.3.3 Viewing and printing 530
D.3.4 LJTBX'sfiles 531
D.4 Interactive KTeX 534
D.5 Separating form and content 535
E MeX and the Internet 537
E. 1 Obtaining files from the Internet 537
E.2 The TeX Users Group 541
E.3 SomeusefulsourcesofBTrÄ Information 542
F PostScript fonts 543
F.l The Times fönt and MathTime 544
F.2 Lucida Bright fonts 546
F.3 More PostScript fonts 546
G I^TfcX localized 547
H Final thoughts 551
H.l What was left out? 551
H.l.l WTjiX. omissions 551
H.1.2 TgX omissions 552
H.2 Further reading 553
H.3 What's Coming 554
Bibliography 5S7
T J 561
Index |
| any_adam_object | 1 |
| any_adam_object_boolean | 1 |
| author | Grätzer, George 1936- |
| author_GND | (DE-588)10907873X |
| author_facet | Grätzer, George 1936- |
| author_role | aut |
| author_sort | Grätzer, George 1936- |
| author_variant | g g gg |
| building | Verbundindex |
| bvnumber | BV023104807 |
| callnumber-first | Z - Library Science |
| callnumber-label | Z253 |
| callnumber-raw | Z253.4.L38 |
| callnumber-search | Z253.4.L38 |
| callnumber-sort | Z 3253.4 L38 |
| callnumber-subject | Z - Books and Writing |
| classification_rvk | ST 351 |
| classification_tum | DAT 795f |
| ctrlnum | (OCoLC)173692029 (DE-599)BVBBV023104807 |
| dewey-full | 686.2 |
| dewey-hundreds | 600 - Technology (Applied sciences) |
| dewey-ones | 686 - Printing and related activities |
| dewey-raw | 686.2 |
| dewey-search | 686.2 |
| dewey-sort | 3686.2 |
| dewey-tens | 680 - Manufacture of products for specific uses |
| discipline | Handwerk und Gewerbe / Verschiedene Technologien Informatik |
| discipline_str_mv | Handwerk und Gewerbe / Verschiedene Technologien Informatik |
| edition | 4. ed. |
| format | Book |
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| id | DE-604.BV023104807 |
| illustrated | Illustrated |
| index_date | 2024-07-02T19:46:09Z |
| indexdate | 2024-07-09T21:11:07Z |
| institution | BVB |
| isbn | 9780387322896 9780387688527 |
| language | English |
| lccn | 2007923503 |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-016307496 |
| oclc_num | 173692029 |
| open_access_boolean | |
| owner | DE-20 DE-91G DE-BY-TUM DE-521 DE-83 DE-11 DE-1050 DE-29T DE-703 DE-29 |
| owner_facet | DE-20 DE-91G DE-BY-TUM DE-521 DE-83 DE-11 DE-1050 DE-29T DE-703 DE-29 |
| physical | XXXIV, 619 S. Ill., graph. Darst. |
| publishDate | 2007 |
| publishDateSearch | 2007 |
| publishDateSort | 2007 |
| publisher | Springer |
| record_format | marc |
| spelling | Grätzer, George 1936- Verfasser (DE-588)10907873X aut More math into LaTeX George Grätzer. Foreword by Rainer Schöpf 4. ed. New York Springer 2007 XXXIV, 619 S. Ill., graph. Darst. txt rdacontent n rdamedia nc rdacarrier AMS-LaTeX Composition automatique (Industries graphiques) Formules (exacte wetenschappen) gtt Latex (computerprogramma) gtt Mathématiques - Impression - Logiciels Computerized typesetting Mathematics printing Computer programs AMS-LATEX (DE-588)4324291-1 gnd rswk-swf LATEX Programm (DE-588)4192618-3 gnd rswk-swf Informatik (DE-588)4026894-9 gnd rswk-swf Mathematik (DE-588)4037944-9 gnd rswk-swf LATEX Programm (DE-588)4192618-3 s Mathematik (DE-588)4037944-9 s Informatik (DE-588)4026894-9 s 1\p DE-604 AMS-LATEX (DE-588)4324291-1 s 2\p DE-604 Bis Grätzer, George A.: Math into LaTeX text/html http://swbplus.bsz-bw.de/bsz273018175cov.htm Cover http://deposit.dnb.de/cgi-bin/dokserv?id=2762354&prov=M&dok_var=1&dok_ext=htm HBZ Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=016307496&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis 1\p cgwrk 20201028 DE-101 https://d-nb.info/provenance/plan#cgwrk 2\p cgwrk 20201028 DE-101 https://d-nb.info/provenance/plan#cgwrk |
| spellingShingle | Grätzer, George 1936- More math into LaTeX AMS-LaTeX Composition automatique (Industries graphiques) Formules (exacte wetenschappen) gtt Latex (computerprogramma) gtt Mathématiques - Impression - Logiciels Computerized typesetting Mathematics printing Computer programs AMS-LATEX (DE-588)4324291-1 gnd LATEX Programm (DE-588)4192618-3 gnd Informatik (DE-588)4026894-9 gnd Mathematik (DE-588)4037944-9 gnd |
| subject_GND | (DE-588)4324291-1 (DE-588)4192618-3 (DE-588)4026894-9 (DE-588)4037944-9 |
| title | More math into LaTeX |
| title_auth | More math into LaTeX |
| title_exact_search | More math into LaTeX |
| title_exact_search_txtP | More math into LaTeX |
| title_full | More math into LaTeX George Grätzer. Foreword by Rainer Schöpf |
| title_fullStr | More math into LaTeX George Grätzer. Foreword by Rainer Schöpf |
| title_full_unstemmed | More math into LaTeX George Grätzer. Foreword by Rainer Schöpf |
| title_short | More math into LaTeX |
| title_sort | more math into latex |
| topic | AMS-LaTeX Composition automatique (Industries graphiques) Formules (exacte wetenschappen) gtt Latex (computerprogramma) gtt Mathématiques - Impression - Logiciels Computerized typesetting Mathematics printing Computer programs AMS-LATEX (DE-588)4324291-1 gnd LATEX Programm (DE-588)4192618-3 gnd Informatik (DE-588)4026894-9 gnd Mathematik (DE-588)4037944-9 gnd |
| topic_facet | AMS-LaTeX Composition automatique (Industries graphiques) Formules (exacte wetenschappen) Latex (computerprogramma) Mathématiques - Impression - Logiciels Computerized typesetting Mathematics printing Computer programs AMS-LATEX LATEX Programm Informatik Mathematik |
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