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Commit c3a6fd24 authored by Philipp Rösner's avatar Philipp Rösner
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Merge branch 'dev_philipp' into 'master'

fix

See merge request !57
parents 090f075d c63e7cd5
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......@@ -98,10 +98,10 @@
$~~~\Max ~ L$\\
$L\le \underset{i}{\sum} x_ia_{ij}$\\
$j=1,\cdots,n$\\}}
$~~~$\parbox{4cm}{
$\Max ~ L$\\
$x\ge 0, \underset{i}{\sum}x_ia_{ij} \ge L$\\
$\underset{i}{\overset{m}{\sum}} x_i = 1, j=1,\cdots,n$}
$~~~$\parbox{6cm}{
$= \Max ~ L$\\
$~~~~x\ge 0, \underset{i}{\sum}x_ia_{ij} \ge L$\\
$~~~~\underset{i}{\overset{m}{\sum}} x_i = 1, j=1,\cdots,n$}
$L$ kann $\lesseqgtr 0$ sein $\Rightarrow$ wir setzen
\[ \fcolorbox{dg}{white}{
......
......@@ -42,10 +42,10 @@ Zur Berechnung von $\overset{~\bullet ~ 0}{y}$ wird folgendes $(LOP(2))$ aufgest
$~~~\Min ~ K$\\
$K\ge \underset{j}{\overset{n}{\sum}} y_ja_{ij}$\\
$j=1,\cdots,{\dg m}$\\}}
$~~~$\parbox{4.2cm}{
$\Min ~ K$\\
$y\ge 0, \underset{j}{\sum}y_ja_{ij} \le K$\\
$\underset{j}{\overset{n}{\sum}} x_i = 1, i=1,\cdots,{\dg m}$}
$~~~$\parbox{5cm}{
$=\Min ~ K$\\
$~~~~y\ge 0, \underset{j}{\sum}y_ja_{ij} \le K$\\
$~~~~\underset{j}{\overset{n}{\sum}} x_i = 1, i=1,\cdots,{\dg m}$}
Da $K$ beliebige Vorzeichen hat, setzen wir
\[\fcolorbox{dr}{white}{$-K = y_{n+1} - y_{n+2},$} \]
......
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