Quellcode-Bibliothek AboutTorsionSubcomplexes.html

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Then we require G_1 and G_2 to be isomorphic and <br>
either G_1 to be isomorphic to S <br>
or S to be p-normal and G_1 to be isomorphic to the normaliser in S of
the-subgroup of .
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style="background-color: rgb(255, 255, 204); vertical-align: top;">gap>
ReduceTorsionSubcomplex(R,2); <br>
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we obtain the/body>
Souléhtml>
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    <tr>
      <td
style="background-color: rgb(255, 255, 204); vertical-align: top;">Download
of the Torsion Subcomplexes Subpackage at:
      <a
href="http://math.uni.lu/%7Erahm/subpackage-documentation/TorsionSubcomplexesSubpackage.tar.gz">http://math.uni.lu/~rahm/subpackage-documentation/
TorsionSubcomplexesSubpackage.tar.gz</a> <br>
or
      <br>
      <a
href="http://math.uni.lu/%7Erahm/subpackage-documentation/TorsionSubcomplexesSubpackage.zip">http://math.uni.lu/~rahm/subpackage-documentation/
TorsionSubcomplexesSubpackage.zip</a> <br>
      <br>
Documentation of the functions in the Torsion Subcomplexes Subpackage
at:
      <a href="http://hamilton.nuigalway.ie/Hap/doc/chap27.html">http://hamilton.nuigalway.ie/Hap/doc/chap27.html</a>
      <br>
      <br>
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