von Marix » Do 24. Jun 2010, 13:16
ich hab etwas Probleme die mit ner Minipage nebeneinander zu platzieren.... irgendwie passen da bei mir die abstände nicht... v.a. wenn ich displaystyle verwenden will
\noindent\begin{minipage}{\textwidth}
\centering
\begin{minipage}{.45\textwidth}
\centering
\captionof{algorithm}{test algorithm 1}
\label{alg:alg1}
\begin{algorithmic} % enter the algorithmic environment
\FOR{$n = 0,1,\ldots,$}
\medskip
\STATE $\nabla_X D(\mathbf{Y}||\mathbf{AX})\leftarrow \mathbf{A^T(AX-Y)}$
\medskip
\STATE $\mathbf{D} \leftarrow \mathbf{X} \oslash (\mathbf{A}^T\mathbf{AX})$
\medskip
\STATE $\mathbf{P}_X \leftarrow \mathbf{D} \odot \nabla_X D(\mathbf{Y}||\mathbf{AX})$
\medskip
\STATE $\displaystyle{\eta_X^*=-\frac{(vec(\mathbf{P}_X)^T vec(\nabla_X D(\mathbf{Y}||\mathbf{AX})))}{(vec(\mathbf{AP}_X)^T vec(\mathbf{AP}_X))}}$
\ENDFOR
\end{algorithmic}
\end{minipage}
\begin{minipage}{.45\textwidth}
\centering
\captionof{algorithm}{test algorithm 2}
\label{alg:alg2}
\begin{algorithmic} % enter the algorithmic environment
\FOR{$n = 0,1,\ldots,$}
\STATE $\mathbf{P}_X \leftarrow \mathbf{D} \odot \nabla_X D(\mathbf{Y}||\mathbf{AX})$
\medskip
\STATE $\displaystyle{\eta_X^*=-\frac{(vec(\mathbf{P}_X)^T vec(\nabla_X D(\mathbf{Y}||\mathbf{AX})))}{(vec(\mathbf{AP}_X)^T vec(\mathbf{AP}_X))}}$
\medskip
\STATE $\hat{\eta}_X=\max\{\eta_X : X + \eta_X \mathbf{P}_X \ge 0 \}$
\ENDFOR
\end{algorithmic}
\end{minipage}
\captionof{figure}{Two algorithms side by side}
\label{fig:twoalg}
\end{minipage}
ich hab etwas Probleme die mit ner Minipage nebeneinander zu platzieren.... irgendwie passen da bei mir die abstände nicht... v.a. wenn ich displaystyle verwenden will
\noindent\begin{minipage}{\textwidth}
\centering
\begin{minipage}{.45\textwidth}
\centering
\captionof{algorithm}{test algorithm 1}
\label{alg:alg1}
\begin{algorithmic} % enter the algorithmic environment
\FOR{$n = 0,1,\ldots,$}
\medskip
\STATE $\nabla_X D(\mathbf{Y}||\mathbf{AX})\leftarrow \mathbf{A^T(AX-Y)}$
\medskip
\STATE $\mathbf{D} \leftarrow \mathbf{X} \oslash (\mathbf{A}^T\mathbf{AX})$
\medskip
\STATE $\mathbf{P}_X \leftarrow \mathbf{D} \odot \nabla_X D(\mathbf{Y}||\mathbf{AX})$
\medskip
\STATE $\displaystyle{\eta_X^*=-\frac{(vec(\mathbf{P}_X)^T vec(\nabla_X D(\mathbf{Y}||\mathbf{AX})))}{(vec(\mathbf{AP}_X)^T vec(\mathbf{AP}_X))}}$
\ENDFOR
\end{algorithmic}
\end{minipage}
\begin{minipage}{.45\textwidth}
\centering
\captionof{algorithm}{test algorithm 2}
\label{alg:alg2}
\begin{algorithmic} % enter the algorithmic environment
\FOR{$n = 0,1,\ldots,$}
\STATE $\mathbf{P}_X \leftarrow \mathbf{D} \odot \nabla_X D(\mathbf{Y}||\mathbf{AX})$
\medskip
\STATE $\displaystyle{\eta_X^*=-\frac{(vec(\mathbf{P}_X)^T vec(\nabla_X D(\mathbf{Y}||\mathbf{AX})))}{(vec(\mathbf{AP}_X)^T vec(\mathbf{AP}_X))}}$
\medskip
\STATE $\hat{\eta}_X=\max\{\eta_X : X + \eta_X \mathbf{P}_X \ge 0 \}$
\ENDFOR
\end{algorithmic}
\end{minipage}
\captionof{figure}{Two algorithms side by side}
\label{fig:twoalg}
\end{minipage}