path: root/Master/texmf-dist/tex/xelatex/mathspec/mathspec.sty

\NeedsTeXFormat{LaTeX2e}[2005/12/01]
\ProvidesPackage{mathspec}
  [2009/09/30 v0.2 LaTeX Package (Mathematics font selection for XeLaTeX)]

%% Require etoolbox for convenience and amstext for well sized text in maths
%% mode. ifxetex is obvious.
\RequirePackage{etoolbox}
\RequirePackage{amstext}
\RequirePackage{ifxetex}

%% Require a recent XeTeX version.
\RequireXeTeX
\ifcsundef{XeTeXglyphbounds}
  {\PackageError{mathspec}
     {mathspec requires a more recent version of XeTeX}
     {Your current vesion of XeTeX is \the\XeTeXversion\XeTeXrevision.\MessageBreak
      Update your version of XeTeX to at least 0.9995.}}
  {\relax}

%% Booleans are created automatically on demand.
\newcommand\eu@booltrue[1]{\providebool{#1}\booltrue{#1}}
\newcommand\eu@gbooltrue[1]{\providebool{#1}\global\booltrue{#1}}
\newcommand\eu@boolfalse[1]{\providebool{#1}\boolfalse{#1}}
\newcommand\eu@ifbool[1]{\providebool{#1}\ifbool{#1}}

%% Some extras:
%%   \eu@ifbooltrue{<bool>}{<true>}
%%   \eu@ifboolfalse{<bool>}{<false>}
%%   \eu@ifsomebooltrue{<bool_1>,...,<bool_n>}{<true>}
%%                                              (if <bool_i> is true for some i)
%%   \eu@ifnumis{x}{x_1,...,x_n}{<true>}{<false>} (if x = x_i for some i)
%%   \eu@ifnumin{x}{a,b}{<true>}{<false>}         (if a ≤ x ≤ b)
\newcommand\eu@ifbooltrue[2]{\eu@ifbool{#1}{#2}{\relax}}
\newcommand\eu@ifboolfalse[2]{\eu@ifbool{#1}{\relax}{#2}}
\newcommand\eu@ifsomebooltrue[1]{%
  \eu@boolfalse{temp}%
  \def\do##1{\eu@ifbooltrue{##1}{\eu@booltrue{temp}}}%
  \docsvlist{#1}%
  \eu@ifbooltrue{temp}}
\newcommand\eu@ifnumis[2]{%
  \providebool{temp}%
  \boolfalse{temp}%
  \def\do##1{\ifnumcomp{#1}{=}{##1}{\booltrue{temp}}{\relax}}%
  \docsvlist{#2}%
  \ifbool{temp}}
\newcommand\eu@ifnumin[2]{\@eu@ifnumin{#1}#2\@nil}
\def\@eu@ifnumin #1#2,#3\@nil{%
  \providebool{temp}%
  \booltrue{temp}%
  \ifnumcomp{#1}{<}{#2}{\boolfalse{temp}}{\relax}%
  \ifnumcomp{#3}{<}{#1}{\boolfalse{temp}}{\relax}%
  \ifbool{temp}}

%% Options.
\DeclareOption{normalskips}
  {\PackageWarning{mathspec}
     {Package option `normalskips' is deprecated}}
\def\eu@zf@math{no-math}
\DeclareOption{math}{\def\eu@zf@math{math}}
\DeclareOption{no-math}{\relax}
\DeclareOption{MnSymbol}{\eu@booltrue{MnSymbol}}
\DeclareOption*{\PassOptionsToPackage{\CurrentOption}{fontspec}}
\ProcessOptions\relax

%% Requires packages:
%%   fontspec, xkeyval, mathstyle, etoolbox and maybe MnSymbol
\RequirePackage[\eu@zf@math]{fontspec}[2008/08/09]
\RequirePackage{xkeyval}
\eu@ifbooltrue{MnSymbol}{\RequirePackage{MnSymbol}}

\providecommand\currentmathstyle{\relax}

%% Check whether a package is loaded.
%%   \eu@package@loaded{<package>}
\newcommand\eu@package@loaded[1]{
  \@ifpackageloaded{#1}
    {\eu@booltrue{eu@#1@loaded}}
    {\eu@boolfalse{eu@#1@loaded}}}
%% Test for amsmath. Do I need to do this here or at all?
\eu@package@loaded{amsmath}

%% Define the undefined Greek letters. Include all variant forms (same as normal
%% forms if variant forms are unavailable). Latin F for digamma is better than
%% nothing. If Digamma is available, then Capital and Lowercase the are same.
\DeclareMathSymbol{\Alpha}{\mathalpha}{operators}{"41}
\DeclareMathSymbol{\Beta}{\mathalpha}{operators}{"42}
\DeclareMathSymbol{\Epsilon}{\mathalpha}{operators}{"45}
\DeclareMathSymbol{\Zeta}{\mathalpha}{operators}{"5A}
\DeclareMathSymbol{\Eta}{\mathalpha}{operators}{"48}
\DeclareMathSymbol{\Iota}{\mathalpha}{operators}{"49}
\DeclareMathSymbol{\Kappa}{\mathalpha}{operators}{"4B}
\DeclareMathSymbol{\Mu}{\mathalpha}{operators}{"4D}
\DeclareMathSymbol{\Nu}{\mathalpha}{operators}{"4E}
\DeclareMathSymbol{\Omicron}{\mathalpha}{operators}{"4F}
\DeclareMathSymbol{\Rho}{\mathalpha}{operators}{"50}
\DeclareMathSymbol{\Tau}{\mathalpha}{operators}{"54}
\DeclareMathSymbol{\Chi}{\mathalpha}{operators}{"58}
\DeclareMathSymbol{\omicron}{\mathord}{letters}{"6F}
\let\varbeta\beta
\ifdef{\varkappa}
  {\relax}
  {\let\varkappa\kappa}
\ifdef{\varTheta}
  {\let\eu@cm@varTheta\varTheta}
  {\relax}
\let\varTheta\Theta
\ifdef{\digamma}
  {\let\Digamma\digamma}
  {\DeclareMathSymbol{\Digamma}{\mathalpha}{operators}{"46}
   \DeclareMathSymbol{\digamma}{\mathord}{letters}{"46}}

%% Preserve old definitions of all Greek letters. \eu@cm@alpha etc.
\def\do#1{\csletcs{eu@cm@#1}{#1}}
\docsvlist{
  Alpha,Beta,Gamma,Delta,Epsilon,Zeta,Eta,Theta,Iota,Kappa,Lambda,Mu,Nu,
  Xi,Omicron,Pi,Rho,Sigma,Tau,Upsilon,Phi,Chi,Psi,Omega,Digamma,alpha,
  beta,gamma,delta,epsilon,zeta,eta,theta,iota,kappa,lambda,mu,nu,xi,
  omicron,pi,rho,varsigma,sigma,tau,upsilon,phi,chi,psi,omega,digamma,
  varTheta,varbeta,varepsilon,vartheta,varkappa,varpi,varrho,varphi}
%% varTheta is done separately because amsmath defines it differently.

%% Can define/redefine any command using the syntax of
%% \newcommand/\renewcommand without error. Some helpers.
\newcommand\ernewcommand[1]{\ifdef{#1}{\renewcommand{#1}}{\newcommand{#1}}}
\providecommand\expanded[1]{\edef\@tempa{#1}\@tempa}
\newcommand\eu@setkeys[3][]{
  \ifblank{#1}{\relax}{\presetkeys[eu]{#2}{#1}{}}
  \expanded{\noexpand\setkeys*[eu]{#2}{\expandonce#3\@empty}}}
\newcommand\eu@fontspec[2]{
  \expanded{\noexpand\zf@fontspec{\expandonce#1\@empty}{\expandonce#2\@empty}}}

%% Deprecated commands.
%%   \+:              Use \"..." or " instead.
%%   \plaindigits:    Digits are no longer selected automatically from either
%%                    the Latin or the Greek mathematics font. Instead, they
%%                    must explicitely be stated. If you want plain digits, just
%%                    don't say you want digits.
%5   \normalvarforms: Now called \normalisevarforms
%%   \varforms:       Now called \exchangeforms
%% Eventually, documents that use these will compile with error.
\newcommand\+{
  \PackageWarning{mathspec}
    {\protect\+\space is deprecated, recommend to use\MessageBreak\protect\"..."
     or "}
  \eu@plus}
\newcommand\setsansfonts{
  \PackageWarning{mathspec}
    {\protect\setsansfonts\space is deprecated, recommend to use \protect
     \setallsansfonts.}
  \setallsansfonts}
\@onlypreamble\setsansfonts
\newcommand\setmonofonts{
  \PackageWarning{mathspec}
    {\protect\setmonofonts\space is deprecated, recommend to use \protect
     \setallmonofonts.}
  \setallsansfonts}
\@onlypreamble\setmonofonts
\newcommand\plaindigits{
  \PackageWarning{mathspec}{\protect\plaindigits\space is deprecated}}
\@onlypreamble\plaindigits
\newcommand\normalvarforms{
  \PackageWarning{mathspec}
    {\protect\normalvarforms\space is deprecated, recommend to use 
     \protect\normalisevarforms\space or \protect\normalizevarforms}
  \normalisevarforms}
\@onlypreamble\normalvarforms
\newcommand\varforms{
  \PackageWarning{mathspec}
    {\protect\varforms\space is deprecated, recommend to use
     \protect\exchangeforms}
  \exchangeforms}
\@onlypreamble\varforms

%% I don't want this clogging up my sty file. It will be gone eventually.
\def\@ifnext#1#2#3{%
  \let\@tempd=#1%
  \def\@tempa{#2}%
  \def\@tempb{#3}%
  \futurelet\@tempc\@ifnexta}
\def\@ifnexta{%
  \ifx\@tempc\@tempd%
  \let\@tempb\@tempa%
  \fi\@tempb}
\def\eu@DeclareRobustCommand{\@star@or@long\eu@declare@robustcommand}
\def\eu@declare@robustcommand#1{%
  \ifx#1\@undefined\else\ifx#1\relax\else
    \@latex@info{Redefining \string#1}%
  \fi\fi
  \edef\reserved@a{\string#1}%
  \def\reserved@b{#1}%
  \edef\reserved@b{\expandafter\strip@prefix\meaning\reserved@b}%
  \edef#1{%
    \ifx\reserved@a\reserved@b
      \noexpand\x@protect
      \noexpand#1%
    \fi
    \noexpand\protect
    \expandafter\noexpand\csname\expandafter\@gobble\string#1\endcsname}%
  \let\@ifdefinable\@rc@ifdefinable
  \expandafter\eu@new@command\csname\expandafter\@gobble\string#1\endcsname}
\def\eu@new@command#1{\eu@@testopt{\eu@@newcommand#1}0}
\def\eu@@newcommand#1[#2]{\@ifnext[{\@xargdef#1[#2]}{\@argdef#1[#2]}}
\long\def\eu@@testopt#1#2{\@ifnext[{#1}{#1[{#2}]}}
\eu@DeclareRobustCommand\eu@plus[1][]{}

%% The main user command (comes in two spellings)
%%   \setmathsfont(<sets>)[<shapes, font features>]{<font name>}
%%   \setmathfont(<sets>)[<shapes, font features>]{<font name>}
%%
%%     <set> is a CSV list of any of: Special, Latin, Greek, Digits, Symbols. If
%%         (<set>) is omitted, then (Special) is assumed. Special is provided to
%%         hook to some external code (e.g. potentially unicode-math). That is,
%%         for mathspec purposes, (<sets>) is mandatory. Omit it so that it
%%         behaves like a different command. See below.
%%     <shapes> is the keyval list of font shapes for the subset of <set>.
%%         Valid keys are: Uppercase, Lowercase, Arabic.
%%         Valid values are: Regular, Italic, Plain.
%%     <font features>, <font name> follow directly from fontspec.
\providecommand\setmathsfont{\eu@setmathsfont}
\let\setmathfont\setmathsfont
\newcommand\eu@setmathsfont{
  \@ifnextchar(
    {\@eu@setmathsfont}
    {\@eu@setmathsfont(Special)}}
\def\@eu@setmathsfont(#1){
  \edef\eu@setmathsfont@Set{#1}
  \@@eu@setmathsfont}
\newcommand\@@eu@setmathsfont[2][]{
  \@for\i@for:=\eu@setmathsfont@Set\do
    {\csname eu@ScopeSet@\i@for\endcsname[#1]{#2}}}

%% The FIRST branch \setmathsfont(Special)
%%   Predefine this command before mathspec is loaded (or redefine it) to get
%%
%%       \setmathsfont[<font features>]{<font name>}
%%
%%   to do something else.
%%
%% Essentially, \setmathsfont(<sets>)[<font features>]{<font name>} is a mathspec
%% command, but \setmathsfont[<font features>]{<font name>} is an external
%% command.
\providecommand\eu@ScopeSet@Special[2][]{\relax}

%% The SECOND branch \setmathsfont(Digits)
\newcommand\eu@ScopeSet@Digits[2][]{
  \eu@setkeys[Arabic=Regular]{Digits}{#1}
  \eu@fontspec{\XKV@rm}{#2}
 \ifcase\eu@DigitsArabic@@value %% If Digits Regular
    \ernewcommand\eu@DigitsArabic@symfont{Digits:m:n}
    \let\eu@Digitsmathsfont\zf@family
    \eu@booltrue{Digits}
  \or %% If Digits Italic
    \ernewcommand\eu@DigitsArabic@symfont{Digits:m:it}
    \let\eu@Digitsmathsfont\zf@family
    \eu@booltrue{Digits}
  \or %% If Digits Plain
    \eu@boolfalse{Digits}
  \fi
  \eu@ifsomebooltrue{Digits}
    {\DeclareSymbolFont{Digits:m:n}{EU1}{\eu@Digitsmathsfont}{m}{n}}
  \eu@ifbooltrue{Digits}
    {\fontfamily\eu@Digitsmathsfont\selectfont
     \DeclareMathSymbol{0}{\mathord}{\eu@DigitsArabic@symfont}{`0}
     \DeclareMathSymbol{1}{\mathord}{\eu@DigitsArabic@symfont}{`1}
     \DeclareMathSymbol{2}{\mathord}{\eu@DigitsArabic@symfont}{`2}
     \DeclareMathSymbol{3}{\mathord}{\eu@DigitsArabic@symfont}{`3}
     \DeclareMathSymbol{4}{\mathord}{\eu@DigitsArabic@symfont}{`4}
     \DeclareMathSymbol{5}{\mathord}{\eu@DigitsArabic@symfont}{`5}
     \DeclareMathSymbol{6}{\mathord}{\eu@DigitsArabic@symfont}{`6}
     \DeclareMathSymbol{7}{\mathord}{\eu@DigitsArabic@symfont}{`7}
     \DeclareMathSymbol{8}{\mathord}{\eu@DigitsArabic@symfont}{`8}
     \DeclareMathSymbol{9}{\mathord}{\eu@DigitsArabic@symfont}{`9}}}

%% The THIRD branch \setmathsfont(Latin)
\newcommand\eu@ScopeSet@Latin[2][]{
  \eu@setkeys[Uppercase=Italic,Lowercase=Italic]{Latin}{#1}
  \eu@fontspec{\XKV@rm}{#2}
  \ifcase\eu@LatinUppercase@@value %% If Latin Uppercase Regular
    \ernewcommand\eu@LatinUppercase@symfont{Latin:m:n}
    \let\eu@Latinmathsfont\zf@family
    \eu@booltrue{LatinUppercase}
  \or %% If Latin Uppercase Italic 
    \ernewcommand\eu@LatinUppercase@symfont{Latin:m:it}
    \let\eu@Latinmathsfont\zf@family
    \eu@booltrue{LatinUppercase}
  \or %% If Latin Uppercase Plain
    \eu@boolfalse{LatinUppercase}
  \fi
  \ifcase\eu@LatinLowercase@@value %% If Latin Lowercase Regular
    \ernewcommand\eu@LatinLowercase@symfont{Latin:m:n}
    \let\eu@Latinmathsfont\zf@family
    \eu@booltrue{LatinLowercase}
  \or %% If Latin Lowercase Italic
    \ernewcommand\eu@LatinLowercase@symfont{Latin:m:it}
    \let\eu@Latinmathsfont\zf@family
    \eu@booltrue{LatinLowercase}
  \or %% If Latin Lowercase Plain
    \eu@boolfalse{LatinLowercase}
  \fi
  \eu@ifsomebooltrue{LatinUppercase,LatinLowercase}
    {\DeclareSymbolFont{Latin:m:n}{EU1}{\eu@Latinmathsfont}{m}{n}
     \DeclareSymbolFont{Latin:m:it}{EU1}{\eu@Latinmathsfont}{m}{it}}
  \eu@ifbooltrue{LatinUppercase}
    {\fontfamily\eu@Latinmathsfont\selectfont
     \DeclareMathSymbol{A}{\mathalpha}{\eu@LatinUppercase@symfont}{`A}
     \DeclareMathSymbol{B}{\mathalpha}{\eu@LatinUppercase@symfont}{`B}
     \DeclareMathSymbol{C}{\mathalpha}{\eu@LatinUppercase@symfont}{`C}
     \DeclareMathSymbol{D}{\mathalpha}{\eu@LatinUppercase@symfont}{`D}
     \DeclareMathSymbol{E}{\mathalpha}{\eu@LatinUppercase@symfont}{`E}
     \DeclareMathSymbol{F}{\mathalpha}{\eu@LatinUppercase@symfont}{`F}
     \DeclareMathSymbol{G}{\mathalpha}{\eu@LatinUppercase@symfont}{`G}
     \DeclareMathSymbol{H}{\mathalpha}{\eu@LatinUppercase@symfont}{`H}
     \DeclareMathSymbol{I}{\mathalpha}{\eu@LatinUppercase@symfont}{`I}
     \DeclareMathSymbol{J}{\mathalpha}{\eu@LatinUppercase@symfont}{`J}
     \DeclareMathSymbol{K}{\mathalpha}{\eu@LatinUppercase@symfont}{`K}
     \DeclareMathSymbol{L}{\mathalpha}{\eu@LatinUppercase@symfont}{`L}
     \DeclareMathSymbol{M}{\mathalpha}{\eu@LatinUppercase@symfont}{`M}
     \DeclareMathSymbol{N}{\mathalpha}{\eu@LatinUppercase@symfont}{`N}
     \DeclareMathSymbol{O}{\mathalpha}{\eu@LatinUppercase@symfont}{`O}
     \DeclareMathSymbol{P}{\mathalpha}{\eu@LatinUppercase@symfont}{`P}
     \DeclareMathSymbol{Q}{\mathalpha}{\eu@LatinUppercase@symfont}{`Q}
     \DeclareMathSymbol{R}{\mathalpha}{\eu@LatinUppercase@symfont}{`R}
     \DeclareMathSymbol{S}{\mathalpha}{\eu@LatinUppercase@symfont}{`S}
     \DeclareMathSymbol{T}{\mathalpha}{\eu@LatinUppercase@symfont}{`T}
     \DeclareMathSymbol{U}{\mathalpha}{\eu@LatinUppercase@symfont}{`U}
     \DeclareMathSymbol{V}{\mathalpha}{\eu@LatinUppercase@symfont}{`V}
     \DeclareMathSymbol{W}{\mathalpha}{\eu@LatinUppercase@symfont}{`W}
     \DeclareMathSymbol{X}{\mathalpha}{\eu@LatinUppercase@symfont}{`X}
     \DeclareMathSymbol{Y}{\mathalpha}{\eu@LatinUppercase@symfont}{`Y}
     \DeclareMathSymbol{Z}{\mathalpha}{\eu@LatinUppercase@symfont}{`Z}}
  \eu@ifbooltrue{LatinLowercase}
    {\fontfamily\eu@Latinmathsfont\selectfont
     \DeclareMathSymbol{a}{\mathalpha}{\eu@LatinLowercase@symfont}{`a}
     \DeclareMathSymbol{b}{\mathalpha}{\eu@LatinLowercase@symfont}{`b}
     \DeclareMathSymbol{c}{\mathalpha}{\eu@LatinLowercase@symfont}{`c}
     \DeclareMathSymbol{d}{\mathalpha}{\eu@LatinLowercase@symfont}{`d}
     \DeclareMathSymbol{e}{\mathalpha}{\eu@LatinLowercase@symfont}{`e}
     \DeclareMathSymbol{f}{\mathalpha}{\eu@LatinLowercase@symfont}{`f}
     \DeclareMathSymbol{g}{\mathalpha}{\eu@LatinLowercase@symfont}{`g}
     \DeclareMathSymbol{h}{\mathalpha}{\eu@LatinLowercase@symfont}{`h}
     \DeclareMathSymbol{i}{\mathalpha}{\eu@LatinLowercase@symfont}{`i}
     \DeclareMathSymbol{j}{\mathalpha}{\eu@LatinLowercase@symfont}{`j}
     \DeclareMathSymbol{k}{\mathalpha}{\eu@LatinLowercase@symfont}{`k}
     \DeclareMathSymbol{l}{\mathalpha}{\eu@LatinLowercase@symfont}{`l}
     \DeclareMathSymbol{m}{\mathalpha}{\eu@LatinLowercase@symfont}{`m}
     \DeclareMathSymbol{n}{\mathalpha}{\eu@LatinLowercase@symfont}{`n}
     \DeclareMathSymbol{o}{\mathalpha}{\eu@LatinLowercase@symfont}{`o}
     \DeclareMathSymbol{p}{\mathalpha}{\eu@LatinLowercase@symfont}{`p}
     \DeclareMathSymbol{q}{\mathalpha}{\eu@LatinLowercase@symfont}{`q}
     \DeclareMathSymbol{r}{\mathalpha}{\eu@LatinLowercase@symfont}{`r}
     \DeclareMathSymbol{s}{\mathalpha}{\eu@LatinLowercase@symfont}{`s}
     \DeclareMathSymbol{t}{\mathalpha}{\eu@LatinLowercase@symfont}{`t}
     \DeclareMathSymbol{u}{\mathalpha}{\eu@LatinLowercase@symfont}{`u}
     \DeclareMathSymbol{v}{\mathalpha}{\eu@LatinLowercase@symfont}{`v}
     \DeclareMathSymbol{w}{\mathalpha}{\eu@LatinLowercase@symfont}{`w}
     \DeclareMathSymbol{x}{\mathalpha}{\eu@LatinLowercase@symfont}{`x}
     \DeclareMathSymbol{y}{\mathalpha}{\eu@LatinLowercase@symfont}{`y}
     \DeclareMathSymbol{z}{\mathalpha}{\eu@LatinLowercase@symfont}{`z}}}

%% The FOURTH branch \setmathsfont(Greek)
\newcommand\eu@ScopeSet@Greek[2][]{
  \eu@setkeys[Uppercase=Regular,Lowercase=Italic]{Greek}{#1}
  \eu@fontspec{\XKV@rm}{#2}
  \ifcase\eu@GreekUppercase@@value %% If Greek Uppercase Regular
    \ernewcommand\eu@GreekUppercase@symfont{Greek:m:n}
    \let\eu@Greekmathsfont\zf@family
    \eu@booltrue{GreekUppercase}
  \or %% If Greek Uppercase Italic 
    \ernewcommand\eu@GreekUppercase@symfont{Greek:m:it}
    \let\eu@Greekmathsfont\zf@family
    \eu@booltrue{GreekUppercase}
  \or %% If Greek Uppercase Plain
    \eu@boolfalse{GreekUppercase}
  \fi
  \ifcase\eu@GreekLowercase@@value %% If Greek Lowercase Regular
    \ernewcommand\eu@GreekLowercase@symfont{Greek:m:n}
    \let\eu@Greekmathsfont\zf@family
    \eu@booltrue{GreekLowercase}
  \or %% If Greek Lowercase Italic
    \ernewcommand\eu@GreekLowercase@symfont{Greek:m:it}
    \let\eu@Greekmathsfont\zf@family
    \eu@booltrue{GreekLowercase}
  \or %% If Greek Lowercase Plain
    \eu@boolfalse{GreekLowercase}
  \fi
  \eu@ifsomebooltrue{GreekUppercase,GreekLowercase}
    {\DeclareSymbolFont{Greek:m:n}{EU1}{\eu@Greekmathsfont}{m}{n}
     \DeclareSymbolFont{Greek:m:it}{EU1}{\eu@Greekmathsfont}{m}{it}}
  \eu@ifbooltrue{GreekUppercase}
    {\fontfamily\eu@Greekmathsfont\selectfont
     \XeTeXDeclareMathSymbol{Α}{\mathalpha}{\eu@GreekUppercase@symfont}{`Α}[\Alpha]
     \XeTeXDeclareMathSymbol{Β}{\mathalpha}{\eu@GreekUppercase@symfont}{`Β}[\Beta]
     \XeTeXDeclareMathSymbol{Γ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Γ}[\Gamma]
     \XeTeXDeclareMathSymbol{Δ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Δ}[\Delta]
     \XeTeXDeclareMathSymbol{Ε}{\mathalpha}{\eu@GreekUppercase@symfont}{`Ε}[\Epsilon]
     \XeTeXDeclareMathSymbol{Ζ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Ζ}[\Zeta]
     \XeTeXDeclareMathSymbol{Η}{\mathalpha}{\eu@GreekUppercase@symfont}{`Η}[\Eta]
     \XeTeXDeclareMathSymbol{Θ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Θ}[\Theta]
     \XeTeXDeclareMathSymbol{Ι}{\mathalpha}{\eu@GreekUppercase@symfont}{`Ι}[\Iota]
     \XeTeXDeclareMathSymbol{Κ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Κ}[\Kappa]
     \XeTeXDeclareMathSymbol{Λ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Λ}[\Lambda]
     \XeTeXDeclareMathSymbol{Μ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Μ}[\Mu]
     \XeTeXDeclareMathSymbol{Ν}{\mathalpha}{\eu@GreekUppercase@symfont}{`Ν}[\Nu]
     \XeTeXDeclareMathSymbol{Ξ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Ξ}[\Xi]
     \XeTeXDeclareMathSymbol{Ο}{\mathalpha}{\eu@GreekUppercase@symfont}{`Ο}[\Omicron]
     \XeTeXDeclareMathSymbol{Π}{\mathalpha}{\eu@GreekUppercase@symfont}{`Π}[\Pi]
     \XeTeXDeclareMathSymbol{Ρ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Ρ}[\Rho]
     \XeTeXDeclareMathSymbol{Σ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Σ}[\Sigma]
     \XeTeXDeclareMathSymbol{Τ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Τ}[\Tau]
     \XeTeXDeclareMathSymbol{Υ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Υ}[\Upsilon]
     \XeTeXDeclareMathSymbol{Φ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Φ}[\Phi]
     \XeTeXDeclareMathSymbol{Χ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Χ}[\Chi]
     \XeTeXDeclareMathSymbol{Ψ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Ψ}[\Psi]
     \XeTeXDeclareMathSymbol{Ω}{\mathalpha}{\eu@GreekUppercase@symfont}{`Ω}[\Omega]
     \XeTeXDeclareMathSymbol{Ϝ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Ϝ}[\Digamma]
     \XeTeXDeclareMathSymbol{ϴ}{\mathalpha}{\eu@GreekUppercase@symfont}{`ϴ}[\varTheta]
     \eu@fixgreekcs{Α}{Alpha}
     \eu@fixgreekcs{Β}{Beta}
     \eu@fixgreekcs{Γ}{Gamma}
     \eu@fixgreekcs{Δ}{Delta}
     \eu@fixgreekcs{Ε}{Epsilon}
     \eu@fixgreekcs{Ζ}{Zeta}
     \eu@fixgreekcs{Η}{Eta}
     \eu@fixgreekcs{Θ}{Theta}
     \eu@fixgreekcs{Ι}{Iota}
     \eu@fixgreekcs{Κ}{Kappa}
     \eu@fixgreekcs{Λ}{Lambda}
     \eu@fixgreekcs{Μ}{Mu}
     \eu@fixgreekcs{Ν}{Nu}
     \eu@fixgreekcs{Ξ}{Xi}
     \eu@fixgreekcs{Ο}{Omicron}
     \eu@fixgreekcs{Π}{Pi}
     \eu@fixgreekcs{Ρ}{Rho}
     \eu@fixgreekcs{Σ}{Sigma}
     \eu@fixgreekcs{Τ}{Tau}
     \eu@fixgreekcs{Υ}{Upsilon}
     \eu@fixgreekcs{Φ}{Phi}
     \eu@fixgreekcs{Χ}{Chi}
     \eu@fixgreekcs{Ψ}{Psi}
     \eu@fixgreekcs{Ω}{Omega}
     \eu@fixgreekcs{Ϝ}{Digamma}
     \eu@fixgreekcs{ϴ}{varTheta}}
  \eu@ifbooltrue{GreekLowercase}
    {\fontfamily\eu@Greekmathsfont\selectfont
     \XeTeXDeclareMathSymbol{α}{\mathalpha}{\eu@GreekLowercase@symfont}{`α}[\alpha]
     \XeTeXDeclareMathSymbol{β}{\mathalpha}{\eu@GreekLowercase@symfont}{`β}[\beta]
     \XeTeXDeclareMathSymbol{γ}{\mathalpha}{\eu@GreekLowercase@symfont}{`γ}[\gamma]
     \XeTeXDeclareMathSymbol{δ}{\mathalpha}{\eu@GreekLowercase@symfont}{`δ}[\delta]
     \XeTeXDeclareMathSymbol{ε}{\mathalpha}{\eu@GreekLowercase@symfont}{`ε}[\epsilon]
     \XeTeXDeclareMathSymbol{ζ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ζ}[\zeta]
     \XeTeXDeclareMathSymbol{η}{\mathalpha}{\eu@GreekLowercase@symfont}{`η}[\eta]
     \XeTeXDeclareMathSymbol{θ}{\mathalpha}{\eu@GreekLowercase@symfont}{`θ}[\theta]
     \XeTeXDeclareMathSymbol{ι}{\mathalpha}{\eu@GreekLowercase@symfont}{`ι}[\iota]
     \XeTeXDeclareMathSymbol{κ}{\mathalpha}{\eu@GreekLowercase@symfont}{`κ}[\kappa]
     \XeTeXDeclareMathSymbol{λ}{\mathalpha}{\eu@GreekLowercase@symfont}{`λ}[\lambda]
     \XeTeXDeclareMathSymbol{μ}{\mathalpha}{\eu@GreekLowercase@symfont}{`μ}[\mu]
     \XeTeXDeclareMathSymbol{ν}{\mathalpha}{\eu@GreekLowercase@symfont}{`ν}[\nu]
     \XeTeXDeclareMathSymbol{ξ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ξ}[\xi]
     \XeTeXDeclareMathSymbol{ο}{\mathalpha}{\eu@GreekLowercase@symfont}{`ο}[\omicron]
     \XeTeXDeclareMathSymbol{π}{\mathalpha}{\eu@GreekLowercase@symfont}{`π}[\pi]
     \XeTeXDeclareMathSymbol{ρ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ρ}[\rho]
     \XeTeXDeclareMathSymbol{ς}{\mathalpha}{\eu@GreekLowercase@symfont}{`ς}[\varsigma]
     \XeTeXDeclareMathSymbol{σ}{\mathalpha}{\eu@GreekLowercase@symfont}{`σ}[\sigma]
     \XeTeXDeclareMathSymbol{τ}{\mathalpha}{\eu@GreekLowercase@symfont}{`τ}[\tau]
     \XeTeXDeclareMathSymbol{υ}{\mathalpha}{\eu@GreekLowercase@symfont}{`υ}[\upsilon]
     \XeTeXDeclareMathSymbol{φ}{\mathalpha}{\eu@GreekLowercase@symfont}{`φ}[\phi]
     \XeTeXDeclareMathSymbol{χ}{\mathalpha}{\eu@GreekLowercase@symfont}{`χ}[\chi]
     \XeTeXDeclareMathSymbol{ψ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ψ}[\psi]
     \XeTeXDeclareMathSymbol{ω}{\mathalpha}{\eu@GreekLowercase@symfont}{`ω}[\omega]
     \XeTeXDeclareMathSymbol{ϝ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϝ}[\digamma]
     \XeTeXDeclareMathSymbol{ϐ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϐ}[\varbeta]
     \XeTeXDeclareMathSymbol{ϵ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϵ}[\varepsilon]
     \XeTeXDeclareMathSymbol{ϑ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϑ}[\vartheta]
     \XeTeXDeclareMathSymbol{ϰ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϰ}[\varkappa]
     \XeTeXDeclareMathSymbol{ϖ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϖ}[\varpi]
     \XeTeXDeclareMathSymbol{ϱ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϱ}[\varrho]
     \XeTeXDeclareMathSymbol{ϕ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϕ}[\varphi]
     \eu@fixgreekcs{α}{alpha}
     \eu@fixgreekcs{β}{beta}
     \eu@fixgreekcs{γ}{gamma}
     \eu@fixgreekcs{δ}{delta}
     \eu@fixgreekcs{ε}{epsilon}
     \eu@fixgreekcs{ζ}{zeta}
     \eu@fixgreekcs{η}{eta}
     \eu@fixgreekcs{θ}{theta}
     \eu@fixgreekcs{ι}{iota}
     \eu@fixgreekcs{κ}{kappa}
     \eu@fixgreekcs{λ}{lambda}
     \eu@fixgreekcs{μ}{mu}
     \eu@fixgreekcs{ν}{nu}
     \eu@fixgreekcs{ξ}{xi}
     \eu@fixgreekcs{ο}{omicron}
     \eu@fixgreekcs{π}{pi}
     \eu@fixgreekcs{ρ}{rho}
     \eu@fixgreekcs{ς}{varsigma}
     \eu@fixgreekcs{σ}{sigma}
     \eu@fixgreekcs{τ}{tau}
     \eu@fixgreekcs{υ}{upsilon}
     \eu@fixgreekcs{φ}{phi}
     \eu@fixgreekcs{χ}{chi}
     \eu@fixgreekcs{ψ}{psi}
     \eu@fixgreekcs{ω}{omega}
     \eu@fixgreekcs{ϝ}{digamma}
     \eu@fixgreekcs{ϐ}{varbeta}
     \eu@fixgreekcs{ϵ}{varepsilon}
     \eu@fixgreekcs{ϑ}{vartheta}
     \eu@fixgreekcs{ϰ}{varkappa}
     \eu@fixgreekcs{ϖ}{varpi}
     \eu@fixgreekcs{ϱ}{varrho}
     \eu@fixgreekcs{ϕ}{varphi}}}
\newcommand\eu@fixgreekcs[2]{
  \ifcsequal{#2}{eu@cm@#2}
    {\relax}
    {\expandafter\def\csname #2\endcsname{{"#1}}}}

%% The FIFTH branch \setmathsfont(Symbols)
%% The symbols are not for now.
%% \newcommand\eu@ScopeSet@Symbols[2][]{
%%   \eu@fontspec{#1}{#2}
%%   \def\eu@Symbols@symfont{Symbols:m:n}
%%   \let\eu@Symbolsmathsfont\zf@family
%%   \eu@booltrue{Symbols}}
%%
%% The FIFTH branch (REDEFINED) \setmathsfont(Symbols)
\newcommand\eu@ScopeSet@Symbols[2][]{\eu@boolfalse{Symbols}}

%% Just so we know, by "all variant forms" I mean:
%%   varbeta     varpi       cursive beta    "omega" style pi
%%   varepsilon  varrho      lunate epsilon  rho with tail hooked under
%%   vartheta    varphi      cursive theta   cursive phi (or orthotic phi)
%%   varkappa    varTheta    cursive kappa   Theta with horizontal bar connected
%%
%% Note that varsigma is not included in this list (varsigma is not a variant
%% form, it is a final form).

%% Some authors might prefer the normal and variant forms to be exchanged. For
%% example, I prefer \phi to print the orthotic phi and \varphi the cursive phi,
%% contrary to many text fonts.
%%
%% \exchangeforms{<list>}
%%     <list> is a CSV list of any of:
%%         beta, epsilon, theta, kappa, pi, rho, phi, Theta
\newcommand\exchangeforms[1]{
  \AtBeginDocument{
    \@for\i@for:=#1\do{\eu@booltrue{exchange\i@for forms}}
    \eu@ifbooltrue{GreekLowercase}
      {\eu@ifbooltrue{exchangebetaforms}
         {\XeTeXDeclareMathSymbol{β}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϐ}[\beta]
          \XeTeXDeclareMathSymbol{ϐ}{\mathalpha}{\eu@GreekLowercase@symfont}{`β}[\varbeta]}
       \eu@ifbooltrue{exchangeepsilonforms}
         {\XeTeXDeclareMathSymbol{ε}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϵ}[\epsilon]
          \XeTeXDeclareMathSymbol{ϵ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ε}[\varepsilon]}
       \eu@ifbooltrue{exchangethetaforms}
         {\XeTeXDeclareMathSymbol{θ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϑ}[\theta]
          \XeTeXDeclareMathSymbol{ϑ}{\mathalpha}{\eu@GreekLowercase@symfont}{`θ}[\vartheta]}
       \eu@ifbooltrue{exchangekappaforms}
         {\XeTeXDeclareMathSymbol{κ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϰ}[\kappa]
          \XeTeXDeclareMathSymbol{ϰ}{\mathalpha}{\eu@GreekLowercase@symfont}{`κ}[\varkappa]}
       \eu@ifbooltrue{exchangepiforms}
         {\XeTeXDeclareMathSymbol{π}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϖ}[\pi]
          \XeTeXDeclareMathSymbol{ϖ}{\mathalpha}{\eu@GreekLowercase@symfont}{`π}[\varpi]}
       \eu@ifbooltrue{exchangerhoforms}
         {\XeTeXDeclareMathSymbol{ρ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϱ}[\rho]
          \XeTeXDeclareMathSymbol{ϱ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ρ}[\varrho]}
       \eu@ifbooltrue{exchangephiforms}
         {\XeTeXDeclareMathSymbol{φ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ϕ}[\phi]
          \XeTeXDeclareMathSymbol{ϕ}{\mathalpha}{\eu@GreekLowercase@symfont}{`φ}[\varphi]}}
    \eu@ifbooltrue{GreekUppercase}
      {\eu@ifbooltrue{exhangeThetaforms}
        {\XeTeXDeclareMathSymbol{Θ}{\mathalpha}{\eu@GreekUppercase@symfont}{`ϴ}[\Theta]
         \XeTeXDeclareMathSymbol{ϴ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Θ}[\varTheta]}}}}
\@onlypreamble\exchangeforms

%% Some text fonts do not contain all variant forms. For those that don't,
%% after defining the Greek mathematics font, the ‘absent’ variant forms will
%% still be typeset in Computer Modern (usually).
%%
%% \normalisevarforms[<list>]
%% \normalizevarforms[<list>]
%%     <list> is a CSV list of any of:
%%         beta, epsilon, theta, kappa, pi, rho, phi, Theta
%%
%% This command makes the listed variant forms of Greek symbols equivalent to
%% their normal forms, but only if they do not already exist in the font. For
%% example, if \varbeta and \eu@cm@varbeta are equivalent, then
%% \XeTeXDeclareMathSymbol failed to assign \varbeta to ϐ because ϐ does not
%% exist in the font.
\newcommand\normalisevarforms[1][beta,epsilon,theta,kappa,pi,rho,phi,Theta]{
  \AtBeginDocument{
    \@for\i@for:=#1\do{\eu@booltrue{normalisevar\i@for}}
    \eu@ifbooltrue{GreekLowercase}
      {\eu@ifbooltrue{normalisevarbeta}
        {\ifx\varbeta\eu@cm@varbeta
           \XeTeXDeclareMathSymbol{ϐ}{\mathalpha}{\eu@GreekLowercase@symfont}{`β}
           \let\varbeta\beta
         \fi}
      \eu@ifbooltrue{normalisevarepsilon}
        {\ifx\varepsilon\eu@cm@varepsilon
           \XeTeXDeclareMathSymbol{ϵ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ε}
           \let\varepsilon\epsilon
         \fi}
      \eu@ifbooltrue{normalisevartheta}
        {\ifx\vartheta\eu@cm@vartheta
           \XeTeXDeclareMathSymbol{ϑ}{\mathalpha}{\eu@GreekLowercase@symfont}{`θ}
           \let\vartheta\theta
         \fi}
      \eu@ifbooltrue{normalisevarkappa}
        {\ifx\varkappa\eu@cm@varkappa
           \XeTeXDeclareMathSymbol{ϰ}{\mathalpha}{\eu@GreekLowercase@symfont}{`κ}
           \let\varkappa\kappa
         \fi}
      \eu@ifbooltrue{normalisevarpi}
        {\ifx\varpi\eu@cm@varpi
           \XeTeXDeclareMathSymbol{ϖ}{\mathalpha}{\eu@GreekLowercase@symfont}{`π}
           \let\varpi\pi
         \fi}
      \eu@ifbooltrue{normalisevarrho}
        {\ifx\varrho\eu@cm@varrho
           \XeTeXDeclareMathSymbol{ϱ}{\mathalpha}{\eu@GreekLowercase@symfont}{`ρ}
           \let\varrho\rho
         \fi}
      \eu@ifbooltrue{normalisevarphi}
        {\ifx\varphi\eu@cm@varphi
           \XeTeXDeclareMathSymbol{ϕ}{\mathalpha}{\eu@GreekLowercase@symfont}{`φ}
           \let\varphi\phi
         \fi}}
    \eu@ifbooltrue{GreekUppercase}{
      \eu@ifbooltrue{normalisevarTheta}
        {\ifx\varTheta\eu@cm@varTheta
           \XeTeXDeclareMathSymbol{ϴ}{\mathalpha}{\eu@GreekUppercase@symfont}{`Θ}
           \let\varTheta\Theta
         \fi}}}}
\@onlypreamble\normalisevarforms
\let\normalizevarforms\normalisevarforms
\@onlypreamble\normalizevarforms

%% xkeyval things
\define@choicekey[eu]
  {Digits}{Arabic}[\eu@DigitsArabic@value\eu@DigitsArabic@@value]
  {Regular,Italic,Plain}[Regular]{\relax}
\define@choicekey[eu]
  {Latin}{Uppercase}[\eu@LatinUppercase@value\eu@LatinUppercase@@value]
  {Regular,Italic,Plain}[Italic]{\relax}
\define@choicekey[eu]
  {Latin}{Lowercase}[\eu@LatinLowercase@value\eu@LatinLowercase@@value]
  {Regular,Italic,Plain}[Italic]{\relax}
\define@choicekey[eu]
  {Greek}{Uppercase}[\eu@GreekUppercase@value\eu@GreekUppercase@@value]
  {Regular,Italic,Plain}[Regular]{\relax}
\define@choicekey[eu]
  {Greek}{Lowercase}[\eu@GreekLowercase@value\eu@GreekLowercase@@value]
  {Regular,Italic,Plain}[Italic]{\relax}

%% Also say Digits has Uppercase and Lowercase keys, and Latin and Greek both
%% have Arabic key. So that if a superfluous key is accidently sent through the
%% wrong command (possible with \setallmainfonts), then it doesn't blow up.
\define@key[eu]{Digits}{Uppercase}{\relax}
\define@key[eu]{Digits}{Lowercase}{\relax}
\define@key[eu]{Latin}{Arabic}{\relax}
\define@key[eu]{Greek}{Arabic}{\relax}

%% I hope Will doesn't mind if I patch fontspec. Why? Because these keys are
%% accidently sent through fontspec (e.g. \setallmainfonts does \setmainfont,
%% which is a fontspec command). So I allow fontspec to understand them, but do
%% nothing.
\define@key[zf]{options}{Arabic}{\relax}
\define@key[zf]{options}{Uppercase}{\relax}
\define@key[zf]{options}{Lowercase}{\relax}

%% Fonts have metrics suitable for text, not for mathematics. Need to kern each
%% letter individually. Previous version took a trial and error approach with
%% \+[<size>] where <size> was determined by trial and error. Now, there is a
%% XeTeX primitive \XeTeXglyphbounds which is used to automatically calculate
%% the required mkern.
%%
%% Some register definitions. \three@digits takes a number and, if it is less
%% than 100, inserts leading zeroes so that it has three digits.
\muskipdef\muskip@\z@
\muskipdef\muskip@i\@ne
\dimendef\dimen@iv 4\relax
\newcounter{eu@}
\newcounter{eu@i}
\providecommand\three@digits[1]{\ifnum#1<100 0\ifnum#1<10 0\fi\fi\number#1}

%% \setminwhitespace{<number>}
%%     Sets the minimum gap between adjacent characters in mathematics.
%%     <number> is in units of mmu (1/1000 mu). So 1 em = 18000 mmu.
%% \eu@minwhitespace is the minimum white space. It's default value is 500
%% which corresponds to 0.5 mu or 1/36 em.
\newcommand\setminwhitespace[1][500]{\def\eu@minwhitespace{#1}}
\setminwhitespace

%% \eu@mkern operates over some adjacent character tokens
%% \@eu@mkern operates over individual character tokens
%%
%% Unless I've missed something, it is really, really hard to get information
%% about the font that a mathematics symbol is typeset in, so I devised a series
%% of tests in text mode (\text!) (otherwise the received information will be
%% rubbish, related to the text font outside the mathematics). It would be
%% neater if I do it inside a box that's not printed, instead of an empty
%% \text. The \@eu@mkern algorithm to calculate the mkern might be neater if I
%% use e-TeX's \numexpr and \glueexpr. Maybe \gluetomu might be useful? What I
%% have here already ought to be sufficient but perhaps inefficient. I think
%% optical sizes follow through automatically because \text inherits the
%% surrounding size, is that right?
\newcommand\eu@mkern[1]{%
  \@tfor\i@tfor:=#1\do{\expandafter\@eu@mkern\i@tfor}}
\def\eu@get@familyseriesshape#1:#2:#3\@nil{%
    \expandafter\fontfamily\csname eu@#1mathsfont\endcsname\selectfont
    \ifstrequal{#2}{m}{\mdseries}{\relax}%
    \ifstrequal{#2}{bx}{\bfseries}{\relax}%
    \ifstrequal{#3}{n}{\upshape}{\relax}%
    \ifstrequal{#3}{it}{\itshape}{\relax}}
\def\eu@get@familyseriesshape#1:#2:#3\@nil{%
  \def\eu@family{#1}%
  \def\eu@series{#2}%
  \def\eu@shape{#3}}
\newcounter{mkern}
\newcommand\@eu@mkern[1]{%
    \setcounter{mkern}{-1}%
    \eu@boolfalse{domkern}%
    \eu@ifnumin{`#1}{`0,`9}{\setcounter{mkern}{0}}{\relax}%
    \eu@ifnumin{`#1}{`A,`Z}{\setcounter{mkern}{1}}{\relax}%
    \eu@ifnumin{`#1}{`a,`z}{\setcounter{mkern}{2}}{\relax}%
    \eu@ifnumin{`#1}{`Α,`Ω}{\setcounter{mkern}{3}}{\relax}%
    \eu@ifnumin{`#1}{`α,`ω}{\setcounter{mkern}{4}}{\relax}%
    \eu@ifnumis{`#1}{`Ϝ,`ϴ}{\setcounter{mkern}{3}}{\relax}%
    \eu@ifnumis{`#1}{`ϐ,`ϑ,`ϕ,`ϖ,`ϝ,`ϰ,`ϱ,`ϵ}{\setcounter{mkern}{4}}{\relax}%
    \text{%
      \ifnum\the\c@mkern>\m@ne
        \eu@gbooltrue{domkern}%
      \fi
      \ifcase\the\c@mkern\relax % If Digits (0)
        \ifdef{\eu@DigitsArabic@symfont}%
          {\expandafter\eu@get@familyseriesshape\eu@DigitsArabic@symfont\@nil}%
          {\global\boolfalse{domkern}}%
      \or                       % If Latin Uppercase (1)
        \ifdef{\eu@LatinUppercase@symfont}%
          {\expandafter\eu@get@familyseriesshape\eu@LatinUppercase@symfont\@nil}%
          {\global\boolfalse{domkern}}%
      \or                       % If Latin Lowercase (2)
        \ifdef{\eu@LatinLowercase@symfont}%
          {\expandafter\eu@get@familyseriesshape\eu@LatinLowercase@symfont\@nil}%
          {\global\boolfalse{domkern}}%
      \or                       % If Greek Uppercase (3)
        \ifdef{\eu@GreekUppercase@symfont}%
          {\expandafter\eu@get@familyseriesshape\eu@GreekUppercase@symfont\@nil}%
          {\global\boolfalse{domkern}}%
      \or                       % If Greek Lowercase (4)
        \ifdef{\eu@GreekLowercase@symfont}%
          {\expandafter\eu@get@familyseriesshape\eu@GreekLowercase@symfont\@nil}%
          {\global\boolfalse{domkern}}%
      \fi
      \ifdef{\eu@family}%
        {\expandafter\fontfamily\csname eu@\eu@family mathsfont\endcsname\selectfont}%
        {\relax}%
      \ifdef{\eu@series}%
        {\expandafter\ifstrequal\expandafter{\eu@series}{m}%
           {\mdseries}%
           {\relax}%
         \expandafter\ifstrequal\expandafter{\eu@series}{bx}%
           {\bfseries}%
           {\relax}}%
        {\relax}%
      \ifdef{\eu@shape}%
        {\expandafter\ifstrequal\expandafter{\eu@shape}{n}%
           {\upshape}%
           {\relax}%
         \expandafter\ifstrequal\expandafter{\eu@shape}{it}%
           {\itshape}%
           {\relax}}%
        {\relax}%
      \global\dimen@\XeTeXglyphbounds\@ne\the\XeTeXcharglyph`#1\relax
      \global\dimen@iv\XeTeXglyphbounds\thr@@\the\XeTeXcharglyph`#1}
    \dimen@ii 1em
    \c@eu@\dimen@
    \c@eu@i\dimen@ii
    \multiply\c@eu@ 3000\relax
    \divide\c@eu@i 6\relax
    \divide\c@eu@\c@eu@i
    \c@eu@i\c@eu@
    \ifnum\number\c@eu@ <\eu@minwhitespace
      \c@eu@\eu@minwhitespace
    \fi
    \advance\c@eu@ -\c@eu@i
    \c@eu@i\c@eu@
    \divide\c@eu@i\@m
    \edef\eu@mkern@left{\number\c@eu@i}
    \multiply\c@eu@i\@m
    \advance\c@eu@ -\c@eu@i
    \edef\eu@mkern@left{\eu@mkern@left.\three@digits{\number\c@eu@}mu}
    \dimen@\dimen@iv
    \dimen@ii 1em
    \c@eu@\dimen@
    \c@eu@i\dimen@ii
    \multiply\c@eu@ 3000\relax
    \divide\c@eu@i 6\relax
    \divide\c@eu@\c@eu@i
    \c@eu@i\c@eu@
    \ifnum\number\c@eu@ <\eu@minwhitespace
      \c@eu@\eu@minwhitespace
    \fi
    \advance\c@eu@ -\c@eu@i
    \c@eu@i\c@eu@
    \divide\c@eu@i\@m
    \edef\eu@mkern@right{\number\c@eu@i}
    \multiply\c@eu@i\@m
    \advance\c@eu@ -\c@eu@i
    \edef\eu@mkern@right{\eu@mkern@right.\three@digits{\number\c@eu@}mu}
    \eu@ifbool{domkern}
      {\mkern\eu@mkern@left#1\mkern\eu@mkern@right}
      {#1}}

%% Redefine \" and " in maths mode only. Umlaut and quote definitions remain
%% in effect in text mode.
%%
%%   "       put the " before a character, e.g $"f$, and the character is
%%           printed with kerns on either side.
%%   \"..."  Surround a series of adjacent characters, e.g. $\"abcde"$ is
%%           equivalent to $"a"b"c"d"e$.
%% Note that the tokens that " and \" operate on MUST be characters because
%% they are sent through the XeTeX primitive \XeTeXcharglyph as in:
%% 
%%   \XeTeXglyphbounds n \the\XeTeXcharglyph`#1
%%
%% where n = 1,2,3,4 and #1 is the character (If #1 is not a character, then
%% \XeTeXcharglyph`#1 doesn't make sense). Higher level tests are needed to
%% avoid this problem.
\let\eu@original@quote="
\let\eu@original@csquote=\"
\mathcode`\"="8000
\newcommand\eu@active@quote{%
  \ifmmode
    \expandafter\eu@new@quote
  \else
    \expandafter\eu@original@quote
  \fi}
\newcommand\eu@active@csquote{%
  \ifmmode
    \expandafter\eu@new@csquote
  \else
    \expandafter\eu@original@csquote
  \fi}
\begingroup
  \catcode`\"=\active
  \global\let"=\eu@active@quote
\endgroup
\let\"=\eu@active@csquote
\newcommand\eu@new@quote[1]{\eu@mkern{#1}}
\def\eu@new@csquote#1"{\eu@mkern{#1}}

%% Redefine LaTeX 2e kernel macros to do Unicode characters too. Add optional
%% fifth argument. This is a list of control sequences which will be let equal
%% to the symbol if the symbol exists in the font. If the symbol does not exist
%% in the font, then the fifth argument is ignored.
%%
%% e.g. \XeTeXDeclareMathSymbol{≠}{\mathrel}{font}{"2260}[\neq\ne]
\def\XeTeXDeclareMathSymbol#1#2#3#4{%
  \expandafter\in@\csname sym#3\expandafter\endcsname
    \expandafter{\group@list}%
  \ifin@
    \begingroup
      \if\relax\noexpand#1% is command?
        \edef\reserved@a{\noexpand\in@{\string\mathchar}{\meaning#1}}%
        \reserved@a
        \ifin@
          \expandafter\XeTeXset@mathsymbol
            \csname sym#3\endcsname#1#2{#4}%
          \@font@info{Redeclaring math symbol \string#1}%
        \else
          \expandafter\ifx
          \csname\expandafter\@gobble\string#1\endcsname
          \relax
          \expandafter\XeTeXset@mathsymbol
            \csname sym#3\endcsname#1#2{#4}%
          \else
            \@latex@error{Command `\string#1' already defined}\@eha
          \fi
        \fi
      \else
        \expandafter\XeTeXset@mathchar
          \csname sym#3\endcsname#1#2{#4}%
      \fi
    \endgroup
    \def\XeTeXDeclareMathSymbol@symbol{#1}%
    \def\XeTeXDeclareMathSymbol@slot{#4}%
    \expandafter\XeTeXDeclareMathSymbol@option
  \else
    \@latex@error{Symbol font `#3' is not defined}\@eha
    \expandafter\@gobbleoarg
  \fi}
\@onlypreamble\XeTeXDeclareMathSymbol
\def\XeTeXset@mathchar#1#2#3#4{%
  \global\XeTeXmathcode`#2="\mathchar@type#3#1#4\relax}
\@onlypreamble\XeTeXset@mathchar
\def\XeTeXset@mathsymbol#1#2#3#4{%
  \global\XeTeXmathchardef#2"\mathchar@type#3#1#4\relax}
\@onlypreamble\XeTeXset@mathsymbol
\newcommand\@gobbleoarg[1][]{}
\newcommand\XeTeXDeclareMathSymbol@option[1][]{%
  \ifnum\the\XeTeXcharglyph\XeTeXDeclareMathSymbol@slot>\z@
    \@tfor\i@tfor #1:=\do%
      {\expandafter\edef\i@tfor{\expandonce\XeTeXDeclareMathSymbol@symbol}}%
  \fi}

%% Some shorthands, so the same information isn't typed out more than once
%%
%% \setallmainfonts(<sets>)[<shapes, font features>]{<font name>}
%% \setprimaryfont[<shapes, font features>]{<font name>}
%% \setallsansfonts[<shapes, font features>]{<font name>}
%% \setallmonofonts[<shapes, font features>]{<font name>}
\newcommand\setallmainfonts{
  \@ifnextchar(
    {\eu@setallmainfonts}
    {\eu@setallmainfonts(Digits,Latin,Greek)}}
\def\eu@setallmainfonts(#1){
  \edef\eu@setmathsfont@Set{#1}
  \@eu@setallmainfonts}
\newcommand\@eu@setallmainfonts[2][]{
  \setmainfont[#1]{#2}
  \setmathsfont(\eu@setmathsfont@Set)[#1]{#2}
  \setmathrm[#1]{#2}}
\newcommand\setprimaryfont{\setallmainfonts(Digits,Latin)}
\newcommand\setallsansfonts[2][]{
  \setsansfont[#1]{#2}
  \setmathsf[#1]{#2}}
\newcommand\setallmonofonts[2][]{
  \setmonofont[#1]{#2}
  \setmathtt[#1]{#2}}

%% Set the particular mathematics alphabets
\ernewcommand\setmathrm[2][]{
  \zf@fontspec{#1}{#2}
  \let\eu@mathrm\zf@family
  \DeclareMathAlphabet{\mathrm}{EU1}{\eu@mathrm}{m}{n}
  \SetMathAlphabet{\mathrm}{bold}{EU1}{\eu@mathrm}{bx}{n}
  \DeclareMathAlphabet{\mathit}{EU1}{\eu@mathrm}{m}{it}
  \DeclareMathAlphabet{\mathbf}{EU1}{\eu@mathrm}{bx}{n}
  \SetMathAlphabet{\mathit}{bold}{EU1}{\eu@mathrm}{bx}{it}
  \DeclareSymbolFont{Operators:m:n}{EU1}{\eu@mathrm}{m}{n}
  \def\operator@font{\expandafter\mathgroup\csname symOperators:m:n\endcsname}}
\ernewcommand\setmathcal[2][]{
  \zf@fontspec{#1}{#2}
  \let\eu@mathcal\zf@family
  \DeclareMathAlphabet{\mathcal}{EU1}{\eu@mathcal}{m}{n}}
\ernewcommand\setmathsf[2][]{
  \zf@fontspec{#1}{#2}
  \let\eu@mathsf\zf@family
  \DeclareMathAlphabet{\mathsf}{EU1}{\eu@mathsf}{m}{n}
  \SetMathAlphabet{\mathsf}{bold}{EU1}{\eu@mathsf}{bx}{n}}
\ernewcommand\setmathtt[2][]{
  \zf@fontspec{#1}{#2}
  \let\eu@mathtt\zf@family
  \DeclareMathAlphabet{\mathtt}{EU1}{\eu@mathtt}{m}{n}}
\ernewcommand\setmathfrak[2][]{
  \zf@fontspec{#1}{#2}
  \let\eu@mathfrak\zf@family
  \DeclareMathAlphabet{\mathfrak}{EU1}{\eu@mathfrak}{m}{n}}
\ernewcommand\setmathbb[2][]{
  \zf@fontspec{#1}{#2}
  \let\eu@mathbb\zf@family
  \DeclareMathAlphabet{\mathbb}{EU1}{\eu@mathbb}{m}{n}}

%% If amsmath is loaded, it must be loaded before mathspec. Checking for its
%% existence \AtBeginDocument is too late because the damage is already done
%% (It attempted to define \varTheta when mathspec already defined it). Or
%% should I delay the definition of \varTheta until \AtBeginDocument?
\let\original@RequirePackage\RequirePackage
\renewcommand\RequirePackage[2][]{
  \ifstrequal{#2}{amsmath}
    {\PackageError{mathspec}
       {`amsmath' must be loaded earlier than `mathspec'}
       {Edit the document so that `amsmath' is required earlier than `mathspec'.}}
    {\relax}
  \original@RequirePackage[#1]{#2}}
\@onlypreamble\RequirePackage
\let\usepackage\RequirePackage
\@onlypreamble\usepackage

%% Any font changes that mathspec has done are reset by LaTeX 2ε at
%% \begin{document} using \process@table.

\endinput

%% © Andrew Gilbert Moschou 2009
%%
%% This work may be distributed and/or modified under the
%% conditions of the LaTeX Project Public License, either version 1.3c
%% of this license or (at your option) any later version.
%% The latest version of this license is in:
%% 
%%   http://www.latex-project.org/lppl.txt
%% 
%% and version 1.3c or later is part of all recent distributions of LaTeX.
%% 
%% This work has the LPPL maintenance status ‘maintained’.
%% 
%% The Current Maintainer of this work is Andrew Gilbert Moschou.
%% 
%% This work consists of the files mathspec.sty and mathsepc4.tex.