The Truetex Times Option: Using Times Fonts with Truetex Richard J
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
Surviving the TEX Font Encoding Mess Understanding The
Surviving the TEX font encoding mess Understanding the world of TEX fonts and mastering the basics of fontinst Ulrik Vieth Taco Hoekwater · EuroT X ’99 Heidelberg E · FAMOUS QUOTE: English is useful because it is a mess. Since English is a mess, it maps well onto the problem space, which is also a mess, which we call reality. Similary, Perl was designed to be a mess, though in the nicests of all possible ways. | LARRY WALL COROLLARY: TEX fonts are mess, as they are a product of reality. Similary, fontinst is a mess, not necessarily by design, but because it has to cope with the mess we call reality. Contents I Overview of TEX font technology II Installation TEX fonts with fontinst III Overview of math fonts EuroT X ’99 Heidelberg 24. September 1999 3 E · · I Overview of TEX font technology What is a font? What is a virtual font? • Font file formats and conversion utilities • Font attributes and classifications • Font selection schemes • Font naming schemes • Font encodings • What’s in a standard font? What’s in an expert font? • Font installation considerations • Why the need for reencoding? • Which raw font encoding to use? • What’s needed to set up fonts for use with T X? • E EuroT X ’99 Heidelberg 24. September 1999 4 E · · What is a font? in technical terms: • – fonts have many different representations depending on the point of view – TEX typesetter: fonts metrics (TFM) and nothing else – DVI driver: virtual fonts (VF), bitmaps fonts(PK), outline fonts (PFA/PFB or TTF) – PostScript: Type 1 (outlines), Type 3 (anything), Type 42 fonts (embedded TTF) in general terms: • – fonts are collections of glyphs (characters, symbols) of a particular design – fonts are organized into families, series and individual shapes – glyphs may be accessed either by character code or by symbolic names – encoding of glyphs may be fixed or controllable by encoding vectors font information consists of: • – metric information (glyph metrics and global parameters) – some representation of glyph shapes (bitmaps or outlines) EuroT X ’99 Heidelberg 24. -
Installation
APPENDIX A Installation In case you do not already have a LATEX installation, in Sections A.1 and A.2, we describe how to install LATEX on your computer, a PC or a Mac. The installation is much easier if you obtain TEX Live 2007 (or later) from the TEX Users Group, TUG (see Section E.2). It contains both the TEX implementations we discuss. No installation is given for UNIX computers. The attraction of UNIX to its users is the incredibly large number of options, from the UNIX dialect, to the shell, the editor, and so on. A typical UNIX user downloads the code and compiles the system. This is obviously beyond the scope of this book. Nevertheless, TEX Live 2007 (or later) from the TEX Users Group supplies the compiled (binaries) of LATEX for a number of UNIX variants. First read Chapter 1, so that in this Appendix you recognize the terminology we introduce there. I will assume that you become sufficiently familiar with your LATEX distribution to be able to perform the editing cycle with the sample documents. 490 Appendix A Installation A.1 LATEX on a PC On a PC, most mathematicians use MiKTeX and the editor WinEdt. So it seems appro- priate that we start there. A.1.1 Installing MiKTeX If you made a donation to MiKTeX or if you have the TEX Live 2007 (or later) from the TEX Users Group, then you have a CD or DVD with the MiKTeX installer. Installation then is in one step and very fast. In case you do not have this CD or DVD, we show how to install from the Internet. -
Bibliography and Index
TLC2, ch-end.tex,v: 1.39, 2004/03/19 p.963 Bibliography [1] Adobe Systems Incorporated. Adobe Type 1 Font Format. Addison-Wes- ley, Reading, MA, USA, 1990. ISBN 0-201-57044-0. The “black book” contains the specifications for Adobe’s Type 1 font format and describes how to create a Type 1 font program. The book explains the specifics of the Type 1 syntax (a subset of PostScript), including information on the structure of font programs, ways to specify computer outlines, and the contents of the various font dictionaries. It also covers encryption, subroutines, and hints. http://partners.adobe.com/asn/developer/pdfs/tn/T1Format.pdf [2] Adobe Systems Incorporated. “PostScript document structuring conven- tions specification (version 3.0)”. Technical Note 5001, 1992. This technical note defines a standard set of document structuring conventions (DSC), which will help ensure that a PostScript document is device independent. DSC allows PostScript language programs to communicate their document structure and printing requirements to document managers in a way that does not affect the PostScript language page description. http://partners.adobe.com/asn/developer/pdfs/tn/5001.DSC_Spec.pdf [3] Adobe Systems Incorporated. “Encapsulated PostScript file format specifi- cation (version 3.0)”. Technical Note 5002, 1992. This technical note details the Encapsulated PostScript file (epsf) format, a standard format for importing and exporting PostScript language files among applications in a variety of heteroge- neous environments. The epsf format is based on and conforms to the document structuring conventions (DSC) [2]. http://partners.adobe.com/asn/developer/pdfs/tn/5002.EPSF_Spec.pdf [4] Adobe Systems Incorporated. -
Math Symbol Tables
APPENDIX A Math symbol tables A.1 Hebrew and Greek letters Hebrew letters Type Typeset \aleph ℵ \beth ℶ \daleth ℸ \gimel ℷ © Springer International Publishing AG 2016 481 G. Grätzer, More Math Into LATEX, DOI 10.1007/978-3-319-23796-1 482 Appendix A Math symbol tables Greek letters Lowercase Type Typeset Type Typeset Type Typeset \alpha \iota \sigma \beta \kappa \tau \gamma \lambda \upsilon \delta \mu \phi \epsilon \nu \chi \zeta \xi \psi \eta \pi \omega \theta \rho \varepsilon \varpi \varsigma \vartheta \varrho \varphi \digamma ϝ \varkappa Uppercase Type Typeset Type Typeset Type Typeset \Gamma Γ \Xi Ξ \Phi Φ \Delta Δ \Pi Π \Psi Ψ \Theta Θ \Sigma Σ \Omega Ω \Lambda Λ \Upsilon Υ \varGamma \varXi \varPhi \varDelta \varPi \varPsi \varTheta \varSigma \varOmega \varLambda \varUpsilon A.2 Binary relations 483 A.2 Binary relations Type Typeset Type Typeset < < > > = = : ∶ \in ∈ \ni or \owns ∋ \leq or \le ≤ \geq or \ge ≥ \ll ≪ \gg ≫ \prec ≺ \succ ≻ \preceq ⪯ \succeq ⪰ \sim ∼ \approx ≈ \simeq ≃ \cong ≅ \equiv ≡ \doteq ≐ \subset ⊂ \supset ⊃ \subseteq ⊆ \supseteq ⊇ \sqsubseteq ⊑ \sqsupseteq ⊒ \smile ⌣ \frown ⌢ \perp ⟂ \models ⊧ \mid ∣ \parallel ∥ \vdash ⊢ \dashv ⊣ \propto ∝ \asymp ≍ \bowtie ⋈ \sqsubset ⊏ \sqsupset ⊐ \Join ⨝ Note the \colon command used in ∶ → 2, typed as f \colon x \to x^2 484 Appendix A Math symbol tables More binary relations Type Typeset Type Typeset \leqq ≦ \geqq ≧ \leqslant ⩽ \geqslant ⩾ \eqslantless ⪕ \eqslantgtr ⪖ \lesssim ≲ \gtrsim ≳ \lessapprox ⪅ \gtrapprox ⪆ \approxeq ≊ \lessdot -
Organization MFG Discussion Document Task 1
MFG discussion document Task 1: Organization 1 Summary of math font-related activities mote the use of MathML on the World Wide Web at EuroTEX '98 without being restricted to the symbol complement provided by the system fonts. 1 Introduction Information about the list of symbols collected The subject of math symbol fonts has been one of by the STIX project currently resides on internal the major topics of interest at the 10th European pages on the AMS Web server [2] and is kept in a TEX Conference (EuroTEX '98), which was held on format similar to the Unicode symbol tables [3], but March 29{31, 1998 at St. Malo, France as part of there are plans to release a printable version of these the 2nd Week on Electronic Publishing and Digital tables in PDF format to the general public soon. Typography (WEPT '98). It was pointed out that a printable version of During the conference a paper summarizing the the symbol tables from the MathML specification is 1 MFG supposed to be available in PDF format on the W3C activities of the Math Font Group ( ) [1] was 2 presented and two BOF sessions on math fonts were Web server [4]. The latest version of the MathML held, bringing together members of the MFG and specification also includes some background infor- representatives of other interested parties, such as mation about the STIX project and references to the W3C MathML working group, the STIX project, various other glyph collections [5, Chapter 6]. as well as publishers and typesetters. 3 Implementation of new 8-bit math fonts In addition, there were also many private dis- for (LA)TEX cussions on math fonts at lunches, dinners, and at informal get-togethers in the local caf´es or pubs. -
The UK Tex FAQ Your 469 Questions Answered Version 3.28, Date 2014-06-10
The UK TeX FAQ Your 469 Questions Answered version 3.28, date 2014-06-10 June 10, 2014 NOTE This document is an updated and extended version of the FAQ article that was published as the December 1994 and 1995, and March 1999 editions of the UK TUG magazine Baskerville (which weren’t formatted like this). The article is also available via the World Wide Web. Contents Introduction 10 Licence of the FAQ 10 Finding the Files 10 A The Background 11 1 Getting started.............................. 11 2 What is TeX?.............................. 11 3 What’s “writing in TeX”?....................... 12 4 How should I pronounce “TeX”?................... 12 5 What is Metafont?........................... 12 6 What is Metapost?........................... 12 7 Things with “TeX” in the name.................... 13 8 What is CTAN?............................ 14 9 The (CTAN) catalogue......................... 15 10 How can I be sure it’s really TeX?................... 15 11 What is e-TeX?............................ 15 12 What is PDFTeX?........................... 16 13 What is LaTeX?............................ 16 14 What is LaTeX2e?........................... 16 15 How should I pronounce “LaTeX(2e)”?................. 17 16 Should I use Plain TeX or LaTeX?................... 17 17 How does LaTeX relate to Plain TeX?................. 17 18 What is ConTeXt?............................ 17 19 What are the AMS packages (AMSTeX, etc.)?............ 18 20 What is Eplain?............................ 18 21 What is Texinfo?............................ 19 22 Lollipop................................ 19 23 If TeX is so good, how come it’s free?................ 19 24 What is the future of TeX?....................... 19 25 Reading (La)TeX files......................... 19 26 Why is TeX not a WYSIWYG system?................. 20 27 TeX User Groups............................ 21 B Documentation and Help 21 28 Books relevant to TeX and friends................... -
Using the Mathtımeprofessional II Fonts with LATEX
Using the MathTımeProfessional II fonts with LATEX Walter Schmidt 2008/1/23 Abstract This document describes the macro package mtpro2, which serves for using the MathTımeProfessional II fonts with LATEX. The package code was par- tially adopted from the mathtime package written by Frank Mittelbach and David Carlisle. Contents 1 The MathTımeProfessional fonts 3 2 The mtpro2 package 3 2.1 Lite vs. Complete font set . 3 2.2 Text fonts . 4 2.3 Greek letters . 4 2.4 Numbers and punctuation in math mode . 5 2.5 Bold math fonts . 5 2.5.1 Emboldening complete formulas . 5 2.5.2 Bold letters and symbols . 6 2.5.3 ‘Heavy’ symbols . 6 2.6 Calligraphic math alphabet . 7 2.7 Fraktur math alphabet . 7 2.8 Variant letters in the Fraktur and Script alphabets . 8 2.9 ‘Blackboard Bold’ math alphabet . 9 2.10 Positioning of subscripts . 10 2.11 Styles of operator symbols . 10 This document refers to version v2.1a of the mtpro2 package, to be used with version 2 of the MathTımeProfessional II fonts. 1 2.12 The big differences . 11 2.12.1 Extra-large delimiters and roots . 11 2.12.2 Curly braces . 12 2.12.3 Extra-large under- and overbraces . 13 2.12.4 Extra-large operator symbols . 14 2.13 Accents in math . 14 2.14 Additional symbols not available with standard LATEX . 16 2.14.1 Integrals . 16 2.14.2 Negated relation symbols . 16 2.14.3 Miscellaneous symbols . 16 2.14.4 Alternative shapes of z in math mode . -
From Unicode to Typography, a Case Study: the Greek Script Yannis Haralambous
From Unicode to Typography, a Case Study: the Greek Script Yannis Haralambous To cite this version: Yannis Haralambous. From Unicode to Typography, a Case Study: the Greek Script. Fourteenth International Unicode Conference, Unicode Consortium, Mar 1998, Boston, United States. pp.b.10.1- b.10.36. hal-02101618 HAL Id: hal-02101618 https://hal.archives-ouvertes.fr/hal-02101618 Submitted on 16 Apr 2019 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. From Unicode to Typography, a Case Study: the Greek Script Yannis Haralambous Atelier Fluxus Virus 187 rue Nationale 59800 Lille, France [email protected] Contents 1 The Greek Language 3 1.1 Classification of the Greek Language, Notations ................... 3 1.1.1 Ancient Greek: Α, τΑ, αΑ ........................... 3 1.1.2 tPurifieds Greek (kathareÂvousa): Κ ...................... 4 1.1.3 Vernacular Greek (dimotikõÂ): ∆, π∆, µ∆, κ∆ ................. 4 1.2 Letters ......................................... 5 1.2.1 Archaic letters ................................. 5 1.2.2 The letter yod ................................. 7 1.2.3 Variant forms ................................. 7 1.2.4 The turned letters iota and upsilon with tilde ................. 9 1.2.5 The ου and κα ligatures ............................ 9 1.3 Accentuation and Diacritics ............................. -
Using the Mathtımeprofessional Fonts with LATEX∗
Using the MathTımeProfessional fonts with LATEX∗ Walter Schmidt 2001/04/20 Abstract This document describes the macro package mtpro, which serves for using the MathTımeProfessional fonts with LATEX. The package code was partially adopted from the mathtime package written by Frank Mittelbach and David Carlisle. Contents 1 The MathTımeProfessional fonts 1 2 The mtpro package 2 2.1 Text fonts ................................. 2 2.2 Text fonts in math ............................. 3 2.3 Numbers and punctuation in math mode ................ 3 2.4 Greek letters ............................... 3 2.5 Calligraphic and script alphabets .................... 3 2.6 Blackboard bold ............................. 4 2.7 Bold math fonts .............................. 4 2.8 Positioning of subscripts ......................... 4 2.9 Large delimiters and roots ........................ 5 2.10 Accents in math .............................. 5 2.11 Additional symbols ............................ 6 2.12 Symbols missing from the MathTımeProfessional fonts ......... 6 2.13 Known problems ............................. 6 A Option summary 7 1 The MathTımeProfessional fonts MathTımeProfessional is a set of math fonts particularly designed for use with TEX or LATEX. They come with a licensed copy of the corresponding text fonts ‘Times New Roman’ from Monotype. ∗ This document refers to version v2.0.14 of the mtpro package. Development of this pack- age was commissioned by Y&Y. 1 Separate fonts for text size, superscripts, and second order superscripts are provided, allowing -
Typesetting Books with Special Needs Yannis Haralambous
Typesetting Books with Special Needs Yannis Haralambous To cite this version: Yannis Haralambous. Typesetting Books with Special Needs. Primer Encuentro del Grupo de Usuarios de TeX, Sep 1999, Madrid, Spain. hal-02101631 HAL Id: hal-02101631 https://hal.archives-ouvertes.fr/hal-02101631 Submitted on 17 Apr 2019 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. Typesetting Books with Special Needs Yannis Haralambous∗ July 26, 1999 What do we call a book with special needs? It is a book whose preparation demands special efforts by the author (or typist), weither because its structure is complex (dictionaries and critical editions are typical examples of books with complex structure), or because it contains information which must be presented in a special way (mathematics, phonetics, multiple languages and scripts) or simply because it has to obey to a certain number of constraints which go father than the standard technical document (whose needs are al- most entirely handled by standard LATEX). We will cover a few cases, taken from real world challenges we had to face in our typesetting work. Our goal is to achieve the typographical quality of tra- ditional typography, while using the most appropriate IT methods and stan- dards. -
The UK Tex FAQ Your 437 Questions Answered Version 3.19A, Date 2009-06-13
The UK TeX FAQ Your 437 Questions Answered version 3.19a, date 2009-06-13 October 8, 2009 NOTE This document is an updated and extended version of the FAQ article that was published as the December 1994 and 1995, and March 1999 editions of the UK TUG magazine Baskerville (which weren’t formatted like this). The article is also available via the World Wide Web. Contents Introduction 10 Finding the Files 10 A The Background 10 1 What is TeX?............................. 10 2 How should I pronounce “TeX”?................... 11 3 What is MetaFont?........................... 11 4 What is MetaPost?........................... 11 5 Things with “TeX” in the name.................... 12 6 How can I be sure it’s really TeX?................... 13 7 Are TeX and friends Y2K compliant?................. 14 8 What is e-TeX?............................ 14 9 What is PDFTeX?........................... 14 10 What is LaTeX?............................ 15 11 What is LaTeX2e?........................... 15 12 How should I pronounce “LaTeX(2e)”?................ 15 13 Should I use Plain TeX or LaTeX?.................. 15 14 How does LaTeX relate to Plain TeX?................ 16 15 What is ConTeXt?........................... 16 16 What are the AMS packages (AMSTeX, etc.)?............ 16 17 What is Eplain?............................ 16 18 What is Lollipop?........................... 17 19 What is Texinfo?............................ 17 20 If TeX is so good, how come it’s free?................ 18 21 What is the future of TeX?....................... 18 22 Reading (La)TeX files......................... 18 23 Why is TeX not a WYSIWYG system?................. 19 24 TeX User Groups........................... 19 B Documentation and Help 20 25 Books on TeX and its relations.................... 20 26 Books on Type............................. 22 27 Where to find FAQs......................... -
Newpxdoc.Pdf
New PX font package Michael Sharpe February 15, 2020 1 Introduction This package is meant to be a replacement for Young Ryu’s pxfonts—a complete text and math package with roman text font provided by a Palatino clone, sans serif based on a Helvetica clone, typewriter faces, plus math symbol fonts whose math italic letters are from a Palatino Italic clone. As with the related txfonts (though not as severe) the math metrics in pxfonts are overly tight. The goal of this new project is use his glyphs along with a few additions and with completely reworked metrics which are generally looser, but not as loose as Computer Modern math. The fol- lowing small examples (double normal size) provide some idea of the extent of the changes. ∞ ∞ k + ( ) αt k + ( ) αt r P R0 f t e dt r P R0 f t e dt Math rendered with pxfonts Math rendered with newpxmath This new package differs from pxfonts in the following ways: • the new package is split into separate text and math packages that do not need to be used in conjunction; • both text and math packages offer options not present in the original package, described below; • wide accent glyphs have been corrected (they should have zero depth) so that they no longer collide with the underlying glyph; • the summation and product symbols in pxfonts seemed overly heavy at display size, and have been replaced by others of more suitable weights; • for those who do not like the integral in pxfonts, an emboldened version of the Computer Modern integral is made available, matching the weight of the pxfonts symbols; •