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  98 <div class="document" id="sympycore-references">
  99 <h1 class="title">SympyCore references</h1>
 100 <table class="docinfo" frame="void" rules="none">
 101 <col class="docinfo-name" />
 102 <col class="docinfo-content" />
 103 <tbody valign="top">
 104 <tr><th class="docinfo-name">Author:</th>
 105 <td>Pearu Peterson</td></tr>
 106 <tr class="field"><th class="docinfo-name">Website:</th><td class="field-body"><a class="reference" href="http://sympycore.googlecode.com">http://sympycore.googlecode.com</a></td>
 107 </tr>
 108 <tr class="field"><th class="docinfo-name">Created:</th><td class="field-body">March 2008</td>
 109 </tr>
 110 </tbody>
 111 </table>
 112 <!-- -*- rest -*- -->
 113 <div class="sidebar">
 114 <p class="first sidebar-title">Table of contents</p>
 115 <div class="contents local last topic">
 116 <ul class="auto-toc simple">
 117 <li><a class="reference" href="#introduction" id="id5" name="id5">1&nbsp;&nbsp;&nbsp;Introduction</a></li>
 118 <li><a class="reference" href="#linear-algebra" id="id6" name="id6">2&nbsp;&nbsp;&nbsp;Linear Algebra</a></li>
 119 </ul>
 120 </div>
 121 </div>
 122 <div class="section">
 123 <h1><a class="toc-backref" href="#id5" id="introduction" name="introduction">1&nbsp;&nbsp;&nbsp;Introduction</a></h1>
 124 <p>This document collects references to various algorithms that sympycore
 125 implements or should do that.</p>
 126 </div>
 127 <div class="section">
 128 <h1><a class="toc-backref" href="#id6" id="linear-algebra" name="linear-algebra">2&nbsp;&nbsp;&nbsp;Linear Algebra</a></h1>
 129 <ol class="arabic simple">
 130 <li><a class="reference" href="http://en.wikipedia.org/wiki/Determinant">http://en.wikipedia.org/wiki/Determinant</a></li>
 131 <li>Thom Mulders. <a class="reference" href="http://dx.doi.org/10.1006/jsco.2000.0409">A Generalized Sylvester Identity and Fraction-free
 132 Random Gaussian Elimination</a>. Journal of Symbolic Computation. Volume
 133 31, Issue 4, April 2001, Pages 447-460 (<a class="reference" href="../copies/Mulders_JSymbComp2001_31_p447-460.pdf">PDF</a>)</li>
 134 <li>Erwin H. Bareiss. <a class="reference" href="http://www.jstor.org/view/00255718/di970527/97p0185w/0">Sylvester's Identity and Multistep Integer-Preserving Gaussian Elimination</a>.
 135 Mathematics of Computation, Vol. 22, No. 103. (Jul., 1968), pp. 565-578. (<a class="reference" href="../copies/Bareiss_MathComp1968_22_103_pp565-578.pdf">PDF</a>)</li>
 136 </ol>
 137 </div>
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