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More Math Into LaTeX 5th ed. 2016 [Mīkstie vāki]

  • Formāts: Paperback / softback, 609 pages, height x width: 254x178 mm, weight: 1623 g, 23 Illustrations, color; 53 Illustrations, black and white; XXX, 609 p. 76 illus., 23 illus. in color., 1 Paperback / softback
  • Izdošanas datums: 23-Feb-2016
  • Izdevniecība: Springer International Publishing AG
  • ISBN-10: 3319237950
  • ISBN-13: 9783319237954
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More Math Into LaTeX 5th ed. 2016Palielināt
  • Formāts: Paperback / softback, 609 pages, height x width: 254x178 mm, weight: 1623 g, 23 Illustrations, color; 53 Illustrations, black and white; XXX, 609 p. 76 illus., 23 illus. in color., 1 Paperback / softback
  • Izdošanas datums: 23-Feb-2016
  • Izdevniecība: Springer International Publishing AG
  • ISBN-10: 3319237950
  • ISBN-13: 9783319237954
Citas grāmatas par šo tēmu:
Permanent link: https://www.kriso.lv/db/9783319237954.html
Keywords:
For over two decades, this comprehensive manual has been the standard introduction and complete reference for writing articles and books containing mathematical formulas. If the reader requires a streamlined approach to learning LaTeX for composing everyday documents, Grätzer"s © 2014 Practical LaTeX may also be a good choice.In this carefully revised fifth edition, the Short Course has been brought up to date and reflects a modern and practical approach to LaTeX usage. New chapters have been added on illustrations and how to use LaTeX on an iPad.Key features :An example-based, visual approach and a gentle introduction with the Short Course A detailed exposition of multiline math formulas with a Visual Guide A unified approach to TeX, LaTeX, and the AMS enhancementsA quick introduction to creating presentations with formulas From earlier reviews:Grätzer"s book is a solution.- European Mathematical Society NewsletterThere are several LaTeX guides, but this one wins

hands down for the elegance of its approach and breadth of coverage.-Amazon.com, Best of 2000, Editor"s choiceA novice reader will be able to learn the most essential features of LaTeX sufficient to begin typesetting papers within a few hours of time... An experienced TeX user, on the other hand, will find a systematic and detailed discussion of LaTeX features.- Report on Mathematical PhysicsA very helpful and useful tool for all scientists and engineers. - Review of Astronomical Tools

Foreword.-Preface to the fifth Edition.-Introduction.-I. Mission Impossible.-1. Short course.-2. And a few more things....-II. Text and Math.-3. Typing text.-4. Text environments.-5. Typing math.-6. More math.-7. Multiline math displays.-III. Document Structure.-8. Documents.-9. The AMS article document class.-10. Legacy documents.-IV. PDF Documents.-11. The PDF file format.-12. Presentations.-13. Illustrations.-V. Customization.-14. Commands and environments.-VI. Long Documents.-15. BibTeX.-16. MakeIndex.-17. Books in LaTeX.-A. Math symbol tables.-B. Text symbol tables.-C. Some background.-D. LaTeX and the internet.-E. Postscript fonts.-F. LaTeX localized.-G. LaTeX on the iPad.-H. Final thoughts.-Bibliography.-Index.

Prof. George Grätzer ist Emeritus an der Universität Manitoba, Canada, hat eine Reihe von Büchern geschrieben und ist Editor-in-Chief der von ihm gegründeten Zeitschrift "Algebra Universalis". Er hat mehr als 200 Fachartikel verfasst.

Recenzijas

George Grätzers books have been nearly as successful and enduring as the amazing software they are devoted to. This well known manual provides a reliable and thorough introduction and comprehensive reference for everyone who does not want to depend on various resources available online. (C. Baxa, Monatshefte für Mathematik, Vol. 192 (2), 2020)

Foreword xix
Preface to the fifth edition xxiii
Introduction xxv
Is this book for you? xxv
What's in the book' xxvii
Conventions xxix
I Mission Impossible 1(42)
1 Short course
3(28)
1.1 Getting started
5(2)
1.1.1 Your LATEX
5(1)
1.1.2 Sample files
5(1)
1.1.3 Editing cycle
5(1)
1.1.4 Typing the source file
6(1)
1.2 The keyboard
7(1)
1.3 Your first text notes
8(3)
1.4 Lines too wide
11(1)
1.5 A note with formulas
12(2)
1.6 The building blocks of a formula
14(4)
1.7 Displayed formulas
18(5)
1.7.1 Equations
18(1)
1.7.2 Symbolic referencing
19(1)
1.7.3 Aligned formulas
20(2)
1.7.4 Cases
22(1)
1.8 The anatomy of a document
23(2)
1.9 Your own commands
25(1)
1.10 Adding an illustration
25(1)
1.11 The anatomy of a presentation
26(5)
2 And a few more things...
31(12)
2.1 Structure
31(1)
2.2 Auxiliary files
32(3)
2.3 Logical and visual design
35(1)
2.4 General error messages
35(3)
2.5 Errors in math
38(1)
2.6 Your errors: Davey's Dos and Don'ts
39(4)
II Text and Math 43(184)
3 Typing text
45(52)
3.1 The keyboard
46(2)
3.1.1 Basic keys
46(1)
3.1.2 Special keys
47(1)
3.1.3 Prohibited keys
47(1)
3.2 Words, sentences, and paragraphs
48(3)
3.2.1 Spacing rules
48(1)
3.2.2 Periods
49(2)
3.3 Commanding LATEX
51(7)
3.3.1 Commands and environments
51(4)
3.3.2 Scope
55(2)
3.3.3 Types of commands
57(1)
3.4 Symbols not on the keyboard
58(9)
3.4.1 Quotation marks
58(1)
3.4.2 Dashes
58(1)
3.4.3 Ties or nonbreakable spaces
59(1)
3.4.4 Special characters
60(2)
3.4.5 Ellipses
62(1)
3.4.6 Ligatures
62(1)
3.4.7 Accents and symbols in text
62(1)
3.4.8 Logos and dates
62(3)
3.4.9 Hyphenation
65(2)
3.5 Comments and footnotes
67(4)
3.5.1 Comments
68(2)
3.5.2 Footnotes
70(1)
3.6 Changing font characteristics
71(7)
3.6.1 Basic font characteristics
71(1)
3.6.2 Document font families
72(1)
3.6.3 Shape commands
73(1)
3.6.4 Italic corrections
74(2)
3.6.5 Series
76(1)
3.6.6 Size changes
76(1)
3.6.7 Orthogonality
77(1)
3.6.8 Obsolete two-letter commands
77(1)
3.6.9 Low-level commands
78(1)
3.7 Lines, paragraphs, and pages
78(6)
3.7.1 Lines
78(4)
3.7.2 Paragraphs
82(1)
3.7.3 Pages
83(1)
3.7.4 Multicolumn printing
84(1)
3.8 Spaces
84(5)
3.8.1 Horizontal spaces
84(2)
3.8.2 Vertical spaces
86(1)
3.8.3 Relative spaces
87(1)
3.8.4 Expanding spaces
88(1)
3.9 Boxes
89(8)
3.9.1 Line boxes
89(2)
3.9.2 Frame boxes
91(1)
3.9.3 Paragraph boxes
92(2)
3.9.4 Marginal comments
94(1)
3.9.5 Solid boxes
95(1)
3.9.6 Fine tuning boxes
96(1)
4 Text environments
97(34)
4.1 Some general rules for displayed text environments
98(1)
4.2 List environments
98(5)
4.2.1 Numbered lists
98(1)
4.2.2 Bulleted lists
99(1)
4.2.3 Captioned lists
100(1)
4.2.4 A rule and combinations
100(3)
4.3 Style and size environments
103(1)
4.4 Proclamations (theorem-like structures)
104(7)
4.4.1 The full syntax
108(1)
4.4.2 Proclamations with style
109(2)
4.5 Proof environments
111(2)
4.6 Tabular environments
113(8)
4.6.1 Table styles
120(1)
4.7 Tabbing environments
121(2)
4.8 Miscellaneous displayed text environments
123(8)
5 Typing math
131(36)
5.1 Math environments
132(2)
5.2 Spacing rules
134(1)
5.3 Equations
135(2)
5.4 Basic constructs
137(8)
5.4.1 Arithmetic operations
137(2)
5.4.2 Binomial coefficients
139(1)
5.4.3 Ellipses
139(2)
5.4.4 Integrals
141(1)
5.4.5 Roots
141(1)
5.4.6 Text in math
142(2)
5.4.7 Hebrew and Greek letters
144(1)
5.5 Delimiters
145(4)
5.5.1 Stretching delimiters
146(1)
5.5.2 Delimiters that do not stretch
147(1)
5.5.3 Limitations of stretching
147(1)
5.5.4 Delimiters as binary relations
148(1)
5.6 Operators
149(5)
5.6.1 Operator tables
149(2)
5.6.2 Congruences
151(1)
5.6.3 Large operators
151(2)
5.6.4 Multiline subscripts and superscripts
153(1)
5.7 Math accents
154(1)
5.8 Stretchable horizontal lines
155(2)
5.8.1 Horizontal braces
155(1)
5.8.2 Overlines and underlines
156(1)
5.8.3 Stretchable arrow math symbols
157(1)
5.9 Building a formula step-by-step
157(3)
5.10 Formula Gallery
160(7)
6 More math
167(24)
6.1 Spacing of symbols
168(4)
6.1.1 Classification
168(1)
6.1.2 Three exceptions
168(2)
6.1.3 Spacing commands
170(1)
6.1.4 Examples
170(1)
6.1.5 The phantom command
171(1)
6.2 The STIX math symbols
172(2)
6.2.1 Swinging it
172(1)
6.2.2 The STIX project
173(1)
6.2.3 Installation and usage
173(1)
6.3 Building new symbols
174(4)
6.3.1 Stacking symbols
174(3)
6.3.2 Negating and side-setting symbols
177(1)
6.3.3 Changing the type of a symbol
178(1)
6.4 Math alphabets and symbols
178(5)
6.4.1 Math alphabets
179(1)
6.4.2 Math symbol alphabets
180(1)
6.4.3 Bold math symbols
181(1)
6.4.4 Size changes
182(1)
6.4.5 Continued fractions
183(1)
6.5 Vertical spacing
183(2)
6.6 Tagging and grouping
185(2)
6.7 Miscellaneous
187(4)
6.7.1 Generalized fractions
187(2)
6.7.2 Boxed formulas
189(2)
7 Multiline math displays
191(36)
7.1 Visual Guide
191(4)
7.1.1 Columns
191(2)
7.1.2 Subsidiary math environments
193(1)
7.1.3 Adjusted columns
193(1)
7.1.4 Aligned columns
194(1)
7.1.5 Touring the Visual Guide
194(1)
7.2 Gathering formulas
195(1)
7.3 Splitting long formulas
196(2)
7.4 Some general rules
198(4)
7.4.1 General rules
198(1)
7.4.2 Subformula rules
199(1)
7.4.3 Breaking and aligning formulas
200(1)
7.4.4 Numbering groups of formulas
201(1)
7.5 Aligned columns
202(8)
7.5.1 An align variant
205(1)
7.5.2 eqnarray, the ancestor of align
205(1)
7.5.3 The subformula rule revisited
206(1)
7.5.4 The alignat environment
207(1)
7.5.5 Inserting text
208(2)
7.6 Aligned subsidiary math environments
210(4)
7.6.1 Subsidiary variants
210(2)
7.6.2 Split
212(2)
7.7 Adjusted columns
214(8)
7.7.1 Matrices
215(3)
7.7.2 Arrays
218(3)
7.7.3 Cases
221(1)
7.8 Commutative diagrams
222(2)
7.9 Adjusting the display
224(3)
III Document Structure 227(70)
8 Documents
229(26)
8.1 The structure of a document
230(1)
8.2 The preamble
231(2)
8.3 Top matter
233(1)
8.3.1 Abstract
233(1)
8.4 Main matter
234(11)
8.4.1 Sectioning
234(3)
8.4.2 Cross-referencing
237(5)
8.4.3 Floating tables and illustrations
242(3)
8.5 Back matter
245(7)
8.5.1 Bibliographies in articles
245(6)
8.5.2 Simple indexes
251(1)
8.6 Visual design
252(3)
9 The AMS article document class
255(30)
9.1 Why amsart?
255(2)
9.1.1 Submitting an article to the AMS
255(1)
9.1.2 Submitting an article to Algebra Universalis
256(1)
9.1.3 Submitting to other journals
256(1)
9.1.4 Submitting to conference proceedings
257(1)
9.2 The top matter
257(11)
9.2.1 Article information
257(2)
9.2.2 Author information
259(4)
9.2.3 AMS information
263(1)
9.2.4 Multiple authors
264(1)
9.2.5 Examples
265(3)
9.2.6 Abstract
268(1)
9.3 The sample article
268(7)
9.4 Article templates
275(4)
9.5 Options
279(3)
9.6 The AMS packages
282(3)
10 Legacy documents
285(12)
10.1 Articles and reports
285(5)
10.1.1 Top matter
286(2)
10.1.2 Options
288(2)
10.2 Letters
290(2)
10.3 The LATEX distribution
292(7)
10.3.1 Tools
294(3)
IV PDF Documents 297(62)
11 The PDF file format
299(8)
11.1 PostScript and PDF
299(2)
11.1.1 PostScript
299(1)
11.1.2 PDF
300(1)
11.1.3 Hyperlinks
301(1)
11.2 Hyperlinks for LATEX
301(6)
11.2.1 Using hyperref
301(1)
11.2.2 backref and colorlinks
302(1)
11.2.3 Bookmarks
303(1)
11.2.4 Additional commands
304(3)
12 Presentations
307(36)
12.1 Quick and dirty beamer
308(5)
12.1.1 First changes
308(1)
12.1.2 Changes in the body
309(1)
12.1.3 Making things prettier
309(1)
12.1.4 Adjusting the navigation
310(3)
12.2 Baby beamers
313(19)
12.2.1 Overlays
315(2)
12.2.2 Understanding overlays
317(2)
12.2.3 More on the \ only and \ onslide commands
319(2)
12.2.4 Lists as overlays
321(2)
12.2.5 Out of sequence overlays
323(1)
12.2.6 Blocks and overlays
324(1)
12.2.7 Links
325(4)
12.2.8 Columns
329(1)
12.2.9 Coloring
330(2)
12.3 The structure of a presentation
332(4)
12.3.1 Longer presentations
336(1)
12.3.2 Navigation symbols
336(1)
12.4 Notes
336(2)
12.5 Themes
338(2)
12.6 Planning your presentation
340(1)
12.7 What did I leave out?
341(2)
13 Illustrations
343(16)
13.1 Your first picture
344(3)
13.2 The building blocks of an illustration
347(4)
13.3 Transformations
351(2)
13.4 Path attributes
353(3)
13.5 Coding the example
356(1)
13.6 What did I leave out?
357(2)
V Customization 359(60)
14 Commands and environments
361(58)
14.1 Custom commands
362(17)
14.1.1 Examples and rules
362(6)
14.1.2 Arguments
368(3)
14.1.3 Short arguments
371(1)
14.1.4 Optional arguments
372(1)
14.1.5 Redefining commands
373(1)
14.1.6 Defining operators
374(1)
14.1.7 Redefining names
375(1)
14.1.8 Showing the definitions of commands
375(2)
14.1.9 Delimited commands
377(2)
14.2 Custom environments
379(6)
14.2.1 Modifying existing environments
380(3)
14.2.2 Arguments
383(1)
14.2.3 Optional arguments with default values
383(1)
14.2.4 Short contents
384(1)
14.2.5 Brand-new environments
384(1)
14.3 A custom command file
385(9)
14.4 The sample article with custom commands
394(6)
14.5 Numbering and measuring
400(8)
14.5.1 Counters
400(5)
14.5.2 Length commands
405(3)
14.6 Custom lists
408(8)
14.6.1 Length commands for the list environment
408(2)
14.6.2 The list environment
410(3)
14.6.3 Two complete examples
413(3)
14.6.4 The trivlist environment
416(1)
14.7 The dangers of customization
416(3)
VI Long Documents 419(62)
15 BIBTEX
421(26)
15.1 The database
423(13)
15.1.1 Entry types
423(2)
15.1.2 Typing fields
425(3)
15.1.3 Articles
428(1)
15.1.4 Books
429(1)
15.1.5 Conference proceedings and collections
430(3)
15.1.6 Theses
433(1)
15.1.7 Technical reports
434(1)
15.1.8 Manuscripts and other entry types
434(1)
15.1.9 Abbreviations
435(1)
15.2 Using BIBTEX
436(9)
15.2.1 Sample files
436(2)
15.2.2 Setup
438(1)
15.2.3 Four steps of BIBTEXing
439(1)
15.2.4 BIBTEX files
439(3)
15.2.5 BIBTEX rules and messages
442(3)
15.2.6 Submitting an article
445(1)
15.3 Concluding comments
445(2)
16 MakeIndex
447(16)
16.1 Preparing the document
447(4)
16.2 Index commands
451(5)
16.3 Processing the index entries
456(3)
16.4 Rules
459(1)
16.5 Multiple indexes
460(1)
16.6 Glossary
461(1)
16.7 Concluding comments
461(2)
17 Books in LATEX
463(18)
17.1 Book document classes
464(3)
17.1.1 Sectioning
464(1)
17.1.2 Division of the body
465(1)
17.1.3 Document class options
466(1)
17.1.4 Title pages
466(1)
17.2 Tables of contents, lists of tables and figures
467(4)
17.2.1 Tables of contents
467(3)
17.2.2 Lists of tables and figures
470(1)
17.2.3 Exercises
470(1)
17.3 Organizing the files for a book
471(2)
17.3.1 The folders and the master document
471(1)
17.3.2 Inclusion and selective inclusion
472(1)
17.3.3 Organizing your files
473(1)
17.4 Logical design
473(3)
17.5 Final preparations for the publisher
476(2)
17.6 If you create the PDF file for your book
478(3)
A Math symbol tables 481(14)
A.1 Hebrew and Greek letters
481(2)
A.2 Binary relations
483(3)
A.3 Binary operations
486(1)
A.4 Arrows
487(1)
A.5 Miscellaneous symbols
488(1)
A.6 Delimiters
489(1)
A.7 Operators
490(2)
A.7.1 Large operators
491(1)
A.8 Math accents and fonts
492(1)
A.9 Math spacing commands
493(2)
B Text symbol tables 495(6)
B.1 Some European characters
495(1)
B.2 Text accents
496(1)
B.3 Text font commands
496(2)
B.3.1 Text font family commands
496(1)
B.3.2 Text font size changes
497(1)
B.4 Additional text symbols
498(1)
B.5 Additional text symbols with T1 encoding
499(1)
B.6 Text spacing commands
500(1)
C Some background 501(14)
C.1 A short history
501(4)
C.1.1 TEX
501(1)
C.1.2 LATEX 2.09 and AMS-TEX
502(1)
C.1.3 LATEX 3
503(1)
C.1.4 More recent developments
504(1)
C.2 How LATEX works
505(6)
C.2.1 The layers
505(1)
C.2.2 Typesetting
506(1)
C.2.3 Viewing and printing
507(1)
C.2.4 LATEX's files
508(3)
C.3 Interactive LATEX
511(1)
C.4 Separating form and content
512(3)
D 1.3TEX and the Internet 515(6)
D.1 Obtaining files from the Internet
515(3)
D.2 The TEX Users Group
518(1)
D.3 Some useful sources of LATEX information
519(2)
E PostScript fonts 521(4)
E.1 The Times font and MathTime
522(2)
E.2 Lucida Bright fonts
524(1)
E.3 More PostScript fonts
524(1)
F IRIEX localized 525(4)
G BTEX on the iPad 529(14)
G.1 The iPad as a computer
530(4)
G.1.1 File system
530(1)
G.1.2 FileApp
531(2)
G.1.3 Printing
533(1)
G.1.4 Text editors
533(1)
G.2 Files
534(1)
G.3 Two LATEX implementations for the iPad
534(7)
G.3.1 Texpad
534(6)
G.3.2 TeX Writer
540(1)
G.4 Conclusion
541(2)
H Final thoughts 543(4)
H.1 What was left out?
543(2)
H.1.1 LATEX omissions
543(1)
H.1.2 TEX omissions
544(1)
H.2 Further reading
545(2)
Bibliography 547(4)
Index 551
George Grätzer is Emeritus Doctor of Science at the University of Manitoba. He has authored three other books on LaTex: First Steps in LaTeX and Math into LateX, and Practical LaTeX. Math into LaTeX was chosen by the Mathematics Editor of Amazon.com as one of the ten best books of 2000. Grätzer has also written many articles and a few books on the subject of lattices and universal algebra. In addition, Grätzer is the founder of the international mathematical journal, Algebra Universalis.