
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\new@mathversion\mv@euler
\define@mathgroup\mv@euler{0}
                 {cmr}{m}{n}
\define@mathgroup\mv@euler{1}
                 {eur}{m}{n}
\define@mathgroup\mv@euler{2}
                 {cmsy}{m}{n}
\new@mathgroup\euex@group
\define@mathgroup\mv@euler\euex@group
                 {euex}{m}{n}
%%%%%%%%%%%%%%%%%    Das hier ist neu. MH       
\new@mathversion\mv@eubold
\define@mathgroup\mv@eubold{0}
                 {cmr}{m}{n}
\define@mathgroup\mv@eubold{1}
                 {eur}{b}{n}
\define@mathgroup\mv@eubold{2}
                 {cmsy}{b}{n}
%  F�r Wuppertal: %%%%%%%%%%%%%%%%%%%%                 
%\def\pfrak{\RIfM@\expandafter\frak@\else
%                 \expandafter\nonmatherr@\expandafter\frak\fi}
%\newmathalphabet\frak@
\addtoversion{euler}\frak@{euf}{m}{n}
\addtoversion{eubold}\frak@{euf}{b}{n}

%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\mathcode`\0="7130
\mathcode`\1="7131
\mathcode`\2="7132
\mathcode`\3="7133
\mathcode`\4="7134
\mathcode`\5="7135
\mathcode`\6="7136
\mathcode`\7="7137
\mathcode`\8="7138
\mathcode`\9="7139
\edef\@tempa{\hexnumber@\euex@group}
\mathchardef\intop="1\@tempa 52
\mathchardef\ointop="1\@tempa 48
\mathchardef\sum="1\@tempa 50
\mathchardef\prod="1\@tempa 51
\def\@makefnmark{\raise 1ex\hbox{\scriptsize\@thefnmark}}
\mathversion{euler}

\def\boldsymbol#1{%
    \math@atom{#1}%
    {\text{%
           \mathversion{eubold}$\m@th#1$}}}

\define@mathsizes{25}{17}{12}
%%%%%%%%%%%%%%%%%%%%%
\edef\@tempa{\hexnumber@\euex@group}
\mathchardef\nearrow="3\@tempa 25
\mathchardef\searrow="3\@tempa 26
\mathchardef\nwarrow="3\@tempa 2D
\mathchardef\swarrow="3\@tempa 2E
\mathchardef\Leftrightarrow="3\@tempa 2C
\mathchardef\Leftarrow="3\@tempa 28
\mathchardef\Rightarrow="3\@tempa 29
\mathchardef\leftrightarrow="3\@tempa 24
\mathchardef\leftarrow="3\@tempa 20 \let\gets=\leftarrow
\mathchardef\rightarrow="3\@tempa 21 \let\to=\rightarrow
\mathchardef\leftharpoonup="3\@tempa 18
\mathchardef\leftharpoondown="3\@tempa 19
\mathchardef\rightharpoonup="3\@tempa 1A
\mathchardef\rightharpoondown="3\@tempa 1B
\mathchardef\infty="0\@tempa 31
%%%%%%%%%%%%%%%%%%
\new@mathgroup\eus@group
\define@mathgroup\mv@euler\eus@group
                 {eus}{m}{n}
\edef\@tempb{\hexnumber@\eus@group}
\mathchardef\leq="3\@tempb 14 \let\le=\leq
\mathchardef\geq="3\@tempb 15 \let\ge=\geq
\mathchardef\wedge="2\@tempb 5E \let\land=\wedge
\mathchardef\vee="2\@tempb 5F \let\lor=\vee
\mathchardef\asymp="3\@tempb 10
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\new@mathgroup\euf@group
\define@mathgroup\mv@euler\euf@group
                 {euf}{m}{n}
\edef\@tempb{\hexnumber@\euf@group}
\mathcode`(="4\@tempb 28
\mathcode`)="5\@tempb 29
\mathcode`+="2\@tempb 2B
\mathcode`-="2\@tempb 2D
\mathcode`=="3\@tempb 3D
\mathcode`;="6\@tempb 3B
\mathcode`!="5\@tempb 21
\mathcode`:="3\@tempb 3A
\mathcode`.="0\@tempb 2E
\mathcode`/="0\@tempb 2F
\mathcode`?="5\@tempb 3F
%%%%%%%%%%%%%%%%%%%%


%\def\rbrace{\delimiter"5\@tempb 67\@tempa 09} \let\}=\rbrace
%\def\lbrace{\delimiter"4\@tempb 66\@tempa 08} \let\{=\lbrace

%%%%%%%%%%%%%%%%%  andere \def's  %%%%%%%%%%%%%%%%%%%%
\endinput

