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Handbook of Typography for the Mathematical Sciences [Pehme köide]

(Washington University, St. Louis, Missouri, USA)
  • Formaat: Paperback / softback, 192 pages, kõrgus x laius: 234x156 mm, kaal: 360 g
  • Sari: Studies in Advanced Mathematics
  • Ilmumisaeg: 31-Aug-2000
  • Kirjastus: Chapman & Hall/CRC
  • ISBN-10: 1584881496
  • ISBN-13: 9781584881490
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  • Hind: 111,24 €*
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  • Formaat: Paperback / softback, 192 pages, kõrgus x laius: 234x156 mm, kaal: 360 g
  • Sari: Studies in Advanced Mathematics
  • Ilmumisaeg: 31-Aug-2000
  • Kirjastus: Chapman & Hall/CRC
  • ISBN-10: 1584881496
  • ISBN-13: 9781584881490
This book explains how to effectively translate handwritten mathematical notation into clean, well-formatted manuscripts for publication. Focusing on TEX, the computer application of choice for producing mathematical, scientific, and engineering documents, Krantz (mathematics, Washington U.) describes how to handle everything from the big picture (formatting, editing and laying out a page) to the minute (correct typographical proofing notation). While it explains how to use many of the program's functions, this book is not written as a TEX manual but rather as tool to allow anybody to learn TEX's capabilities. Includes information using bitmaps, .jpeg, .gif and .pdf files and discussions of web publishing with PostScript and Acrobat. Well laid out for reference, with extensive appendices and a glossary. Annotation c. Book News, Inc., Portland, OR (booknews.com)

You know mathematics. You know how to write mathematics. But do you know how to produce clean, clear, well-formatted manuscripts for publication? Do you speak the language of publishers, typesetters, graphics designers, and copy editors?

Your page design-the style and format of theorems and equations, running heads and section headings, page breaks, fonts, and spacing-makes the difference between, awkward, hard-to-read publications and coherent, professional ones. The Handbook of Typography for the Mathematical Sciences is your key to exercising control over how your books and articles look, read, and ultimately communicate your ideas.

Focusing on TeX, today's medium of choice for producing mathematical documents, the author illuminates all of the issues associated with page design and seeing your manuscript smoothly and accurately through each step of its publication.

  • Learn how to format, edit, and layout a page

  • Examine a variety of graphics options: Postscript®, bitmaps, *.jpg, *.gif, and *.pdf files

  • Discover powerful tools available for indexing, bibliographies, tables, and diagrams

  • Access a compendium of all TeX commands commonly used in mathematical writing

  • Explore ways to include diskettes, source code, or software available on the Internet with you publications


    Becoming acquainted with this material will make you a well-informed author equipped to deal with publishers, compositors, editors, and typesetters, with TeX consultants, copy editors, and graphics designers-an author who has a better understanding of the publishing process and is able to create better mathematics books.
  • Arvustused

    " provides commendably thorough advice to authors about the preparation of material for publication" -Mathematical Gazette

    Basic Principles
    1(12)
    An Overview
    1(2)
    Choice of Notation
    3(4)
    Displaying Mathematics
    7(1)
    Consistency
    8(1)
    Overall Design
    9(4)
    Typesetting Mathematics
    13(38)
    Introductory Remarks
    13(1)
    What is TEX?
    13(2)
    Methods of Typesetting Mathematics
    15(1)
    A Lightning Tour of TEX
    16(3)
    The Guts of TEX
    19(6)
    Modes of Typesetting Mathematics
    25(1)
    Line Breaks in Displayed Mathematics
    26(4)
    Types of Space
    30(4)
    Technical Issues
    34(6)
    Including Graphics in a TEX Document
    40(11)
    Handling Graphics in the Computer Environment
    45(1)
    The Inclusion of a PostScript® Graphic
    45(2)
    Graphics and the LATEXE2ϵ Environment
    47(1)
    The Use of PCTEX®
    48(1)
    Freeware that Will Handle Graphics
    49(2)
    TEX and the Typesetting of Text
    51(12)
    Other Word Processors and Typesetting Systems
    51(2)
    Modes of Typesetting Text
    53(4)
    Hyphens and Dashes
    57(1)
    Alignment
    58(1)
    Typesetting Material in Two Columns
    59(1)
    Some Technical Textual Issues
    59(4)
    Front Matter and Back Matter
    63(8)
    The Beginning
    63(1)
    The End
    64(5)
    Concluding Remarks
    69(2)
    Copy Editing
    71(8)
    Traditional Methods of Copy Editing
    71(1)
    Communicating with Your Copy Editor
    71(1)
    Communicating with Your Typesetter
    72(1)
    Communicating with Your Editor
    73(1)
    Modern Methods of Copy Editing
    73(1)
    More on Interacting with Your Copy Editor
    73(2)
    Manuscript Proofs, Galley Proofs, and Page Proofs
    75(1)
    The End of the Process
    76(3)
    The Production Process
    79(8)
    Production of a Paper
    79(2)
    Production of a Book
    81(2)
    What Happens at the Printer's
    83(4)
    Publishing on the Web
    87(10)
    Introductory Remarks
    87(1)
    How to Get on the Web
    87(2)
    Web Resources
    89(2)
    Mathematics and the Web
    91(2)
    Software to Go with your Book or Article; Web Sites
    93(4)
    Appendix I: Copy Editor's/Proofreader's Marks 97(4)
    Appendix II: Use of Copy Editor's Marks 101(2)
    Appendix III: Specialized Mathematics Symbols 103(6)
    Appendix IV: Standard Alphabets 109(2)
    Appendix V: Alternative Mathematical Notations 111(2)
    Appendix VI: TEX, PostScript, Acrobat, and Related Internet Sites 113(4)
    Appendix VII: Basic TEX Commands 117(6)
    Appendix VIII: A Sample of LATEX 123(10)
    Glossary 133(26)
    References 159(2)
    Resources by Type 161(6)
    Index 167