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\def\beginsymbols{\begin{tabbing}
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\subsection*{Operators}

The following operators can be used im math mode:

\beginsymbols
$\sum$ \&gt; \verb|\sum| \&gt;$\bigcap$ \&gt; \verb|\bigcap| \&gt;
  $\bigodot$ \&gt; \verb|\bigodot| \\
$\prod$ \&gt; \verb|\prod| \&gt;$\bigcup$ \&gt; \verb|\bigcup| \&gt;
  $\bigotimes$ \&gt; \verb|\bigotimes| \\
$\coprod$ \&gt; \verb|\coprod| \&gt;$\bigsqcup$ \&gt; \verb|\bigsqcup| \&gt;
  $\bigoplus$ \&gt; \verb|\bigoplus| \\
$\int$ \&gt; \verb|\int| \&gt;$\bigvee$ \&gt; \verb|\bigvee| \&gt;
  $\biguplus$ \&gt; \verb|\biguplus| \\
$\oint$ \&gt; \verb|\oint| \&gt;$\bigwedge$ \&gt; \verb|\bigwedge|
\endsymbols
 
\beginsymbols
$+$   \&gt; \verb|+|   \&gt;$-$    \&gt; \verb|-|    \\
$\pm $\&gt; \verb|\pm| \&gt;$\cap $\&gt; \verb|\cap| \&gt;$\vee $\&gt; \verb|\vee| \\
$\mp $\&gt; \verb|\mp| \&gt;$\cup $\&gt; \verb|\cup| \&gt;$\wedge $\&gt; \verb|\wedge| \\
$\setminus $\&gt; \verb|\setminus| \&gt;$\uplus $\&gt; \verb|\uplus| \&gt;
$\oplus $\&gt; \verb|\oplus| \\
$\cdot $\&gt; \verb|\cdot| \&gt;$\sqcap $\&gt; \verb|\sqcap| \&gt;
$\ominus $\&gt; \verb|\ominus| \\
$\times $\&gt; \verb|\times| \&gt;$\sqcup $\&gt; \verb|\sqcup| \&gt;
$\otimes $\&gt; \verb|\otimes| \\
$\ast $\&gt; \verb|\ast| \&gt;$\triangleleft $\&gt; \verb|\triangleleft| \&gt;
$\oslash $\&gt; \verb|\oslash| \\
$\star $\&gt; \verb|\star| \&gt;$\triangleright $\&gt; \verb|\triangleright| \&gt;
$\odot $\&gt; \verb|\odot| \\
$\diamond $\&gt; \verb|\diamond| \&gt;$\wr $\&gt; \verb|\wr| \&gt;
$\dagger $\&gt; \verb|\dagger| \\
$\circ $\&gt; \verb|\circ| \&gt;$\bigcirc $\&gt; \verb|\bigcirc| \&gt;
$\ddagger $\&gt; \verb|\ddagger| \\
$\bullet $\&gt; \verb|\bullet| \&gt;$\bigtriangleup $\&gt; \verb|\bigtriangleup| \&gt;
$\amalg $\&gt; \verb|\amalg| \\
$\div $\&gt; \verb|\div| \&gt;$\bigtriangledown $\&gt; \verb|\bigtriangledown| 
\endsymbols

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