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More Math Into LaTeX

:	George Grätzer
:	More Math Into LaTeX
:	Springer-Verlag
:	9783319237961
:	5
:	CHF 80.60
:

:	Anwendungs-Software
:	English

:	621
:	Wasserzeichen/DRM
:	PC/MAC/eReader/Tablet
:	PDF

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 © 2014Practical LaTeX may also be a good choice.

In this carefully revised fifth edition, theShort 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:

A example-based, visual approach and a gentle introduction with theShort Course
A detailed exposition of multiline math formulas with aVisual Guide
A unified approach to TeX, LaTeX, and the AMS enhancements
A quick introduction to creating presentations with formulas

From earlier reviews:

Grätzer's book is a solution.

-Europ an Mathematical Society Newsletter

There are several LaTeX guides, but this one wins hands down for the elegance of its approach and breadth of coverage.

-Amazon.c m, Best of 2000,Editor's choice

A 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 fea

ture .

-Report on Mathematical Physics

A very helpful and useful tool for all scientists and engineers. -Review of Astronomical Tools

George Grätzer is Emeritus Doctor of Science at the University of Manitoba. He has authored three other books on LaTex:First Steps in LaTeX andMath into LateX,andPractical 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.

	Short Contents	8
	Contents	10
	Foreword	20
	Preface to the fifth edition	24
	Introduction	26
	Is this book for you?	26
	What's in the book?	28
	Conventions	30
	I Mission Impossible	32
	1 Short course	33
	1.1 Getting started	35
	1.1.1 Your LaTeX	35
	1.1.2 Sample files	35
	1.1.3 Editing cycle	35
	1.1.4 Typing the source file	36
	1.2 The keyboard	37
	1.3 Your first text notes	38
	1.4 Lines too wide	41
	1.5 A note with formulas	42
	1.6 The building blocks of a formula	44
	1.7 Displayed formulas	48
	1.7.1 Equations	48
	1.7.2 Symbolic referencing	49
	Absolute referencing	50
	1.7.3 Aligned formulas	50
	Simple alignment	50
	Annotated alignment	52
	1.7.4 Cases	52
	1.8 The anatomy of a document	53
	1.9 Your own commands	55
	1.10 Adding an illustration	55
	1.11 The anatomy of a presentation	56
	2 And a few more things…	60
	2.1 Structure	60
	2.2 Auxiliary files	61
	2.3 Logical and visual design	64
	2.4 General error messages	64
	Experiment 1.	65
	Experiment 2.	65
	Experiment 3.	65
	Experiment 4.	66
	Experiment 5.	66
	Experiment 6.	66
	2.5 Errors in math	67
	Experiment 1	67
	Experiment 2	67
	Experiment 3	67
	2.6 Your errors: Davey's Dos and Don'ts	68
	Commands	68
	Text	69
	Formulas	70
	II Text and Math	71
	3 Typing text	72
	3.1 The keyboard	73
	3.1.1 Basic keys	73
	3.1.2 Special keys	74
	3.1.3 Prohibited keys	74
	3.2 Words, sentences, and paragraphs	75
	3.2.1 Spacing rules	75
	3.2.2 Periods	76
	3.3 Commanding LaTeX	78
	3.3.1 Commands and environments	78
	3.3.2 Scope	82
	Example 1	83
	Example 2	83
	3.3.3 Types of commands	84
	Fragile commands	84
	3.4 Symbols not on the keyboard	85
	3.4.1 Quotation marks	85
	3.4.2 Dashes	85
	3.4.3 Ties or nonbreakable spaces	86
	3.4.4 Special characters	87
	3.4.5 Ellipses	89
	3.4.6 Ligatures	89
	3.4.7 Accents and symbols in text	89
	3.4.8 Logos and dates	89
	3.4.9 Hyphenation	92
	3.5 Comments and footnotes	94
	3.5.1 Comments	95
	3.5.2 Footnotes	97
	3.6 Changing font characteristics	98
	3.6.1 Basic font characteristics	98
	3.6.2 Document font families	99
	3.6.3 Shape commands	100
	3.6.4 Italic corrections	101
	3.6.5 Series	103
	3.6.6 Size changes	103
	3.6.7 Orthogonality	104
	3.6.8 Obsolete two-letter commands	104
	3.6.9 Low-level commands	105
	3.7 Lines, paragraphs, and pages	105
	3.7.1 Lines	105
	Breaking lines	106
	Double spacing	108
	3.7.2 Paragraphs	109
	3.7.3 Pages	110
	3.7.4 Multicolumn printing	111
	3.8 Spaces	111
	3.8.1 Horizontal spaces	111
	Horizontal space variant	112
	3.8.2 Vertical spaces	113
	Vertical space variants	114
	3.8.3 Relative spaces	114
	3.8.4 Expanding spaces	115
	Horizontal spaces	115
	Vertical spaces	115
	3.9 Boxes	116
	3.9.1 Line boxes	116
	Line boxes—a refinement	116
	3.9.2 Frame boxes	118
	3.9.3 Paragraph boxes	119
	Paragraph box refinements	120
	Paragraph box as an environment	120
	3.9.4 Marginal comments	121
	3.9.5 Solid boxes	122
	Struts	122
	3.9.6 Fine tuning boxes	123
	4 Text environments	124
	4.1 Some general rules for displayed text environments	125
	4.2 List environments	125
	4.2.	125