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<a name="linprog"></a>
<p>
Previous: <a rel="previous" accesskey="p" href="wsolve.html#wsolve">wsolve</a>,
Up: <a rel="up" accesskey="u" href="Residual-optimization.html#Residual-optimization">Residual optimization</a>
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<h3 class="section">2.14 Linear programming</h3>
<p><a name="index-linprog-64"></a>
<!-- linprog ../inst/linprog.m -->
<a name="XREFlinprog"></a>
<div class="defun">
— Function File: <var>x</var> = <b>linprog</b> (<var>f, A, b</var>)<var><a name="index-linprog-65"></a></var><br>
— Function File: <var>x</var> = <b>linprog</b> (<var>f, A, b, Aeq, beq</var>)<var><a name="index-linprog-66"></a></var><br>
— Function File: <var>x</var> = <b>linprog</b> (<var>f, A, b, Aeq, beq, lb, ub</var>)<var><a name="index-linprog-67"></a></var><br>
— Function File: [<var>x</var>, <var>fval</var>] = <b>linprog</b> (<var><small class="dots">...</small></var>)<var><a name="index-linprog-68"></a></var><br>
<blockquote><p>Solve a linear problem.
<p>Finds
<pre class="example"> min (f' * x)
</pre>
<p>(both f and x are column vectors) subject to
<pre class="example"> A * x <= b
Aeq * x = beq
lb <= x <= ub
</pre>
<p>If not specified, <var>Aeq</var> and <var>beq</var> default to empty matrices.
<p>If not specified, the lower bound <var>lb</var> defaults to minus infinite
and the upper bound <var>ub</var> defaults to infinite.
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</blockquote></div>
<p>See also <a href="../octave/XREFglpk.html#XREFglpk">glpk</a>.
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