When I am using :
\usepackage{maplestd2e}
which is the package used for output from Maple, all my formulas start so much further down then I would expect, and vspace{-Xmm} doesn't seem to do anything while using this package, I'm not sure why.
Here is a working example below if you want to see what I mean:
Code: Select all
\documentclass{article}
\usepackage{maplestd2e}
\def\emptyline{\vspace{12pt}}
\begin{document}
\pagestyle{empty}
\DefineParaStyle{Maple Heading 1}
\DefineParaStyle{Maple Text Output}
\DefineParaStyle{Maple Dash Item}
\DefineParaStyle{Maple Bullet Item}
\DefineParaStyle{Maple Normal}
\DefineParaStyle{Maple Heading 4}
\DefineParaStyle{Maple Heading 3}
\DefineParaStyle{Maple Heading 2}
\DefineParaStyle{Maple Warning}
\DefineParaStyle{Maple Title}
\DefineParaStyle{Maple Error}
\DefineCharStyle{Maple Hyperlink}
\DefineCharStyle{Maple 2D Math}
\DefineCharStyle{Maple Maple Input}
\DefineCharStyle{Maple 2D Output}
\DefineCharStyle{Maple 2D Input}
\vspace{-1005mm}
\begin{maplegroup}
\mapleresult
\begin{maplelatex}
\mapleinline{inert}{2d}{H := Matrix(%id = 99892376)}{\[\displaystyle H\, := \, \left[ \begin {array}{ccc} -1/3\,{\frac {{\it C3}_{{\Sigma}}}{{R}^{3}}}+1/3\,{\frac {-{\it C6}_{{\Sigma}}-2\,{\it C6}_{{\Phi}}}{{R}^{6}}}& \left( 1/3\,{\frac {{\it C3}_{{\Sigma}}}{{R}^{3}}}+1/6\,{\frac {-2\,{\it C6}_{{\Phi}}+2\,{\it C6}_{{\Sigma}}}{{R}^{6}}} \right) \sqrt {2}&1/6\,{\frac {{\it C3}_{{\Sigma}}\sqrt {6}}{{R}^{3}}}\\\noalign{\medskip} \left( 1/3\,{\frac {{\it C3}_{{\Sigma}}}{{R}^{3}}}+1/6\,{\frac {-2\,{\it C6}_{{\Phi}}+2\,{\it C6}_{{\Sigma}}}{{R}^{6}}} \right) \sqrt {2}&-2/3\,{\frac {{\it C3}_{{\Sigma}}}{{R}^{3}}}+1/6\,{\frac {-2\,{\it C6}_{{\Phi}}-4\,{\it C6}_{{\Sigma}}}{{R}^{6}}}+{\it deltaE}&1/6\,{\frac {{\it C3}_{{\Sigma}}\sqrt {3}}{{R}^{3}}}\\\noalign{\medskip}1/6\,{\frac {{\it C3}_{{\Sigma}}\sqrt {6}}{{R}^{3}}}&1/6\,{\frac {{\it C3}_{{\Sigma}}\sqrt {3}}{{R}^{3}}}&-{\frac {{\it C6}_{{\Phi}}}{{R}^{6}}}+{\it deltaE}\end {array} \right] \]}
\end{maplelatex}
\end{maplegroup}
\begin{Maple Normal}{
\begin{Maple Normal}{
\mapleinline{inert}{2d}{}{\[\displaystyle \]}
}\end{Maple Normal}
}\end{Maple Normal}
\end{document}
