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<html><head><title>GrpConst : a GAP 4 package - References</title></head>
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<h1><font face="Gill Sans,Helvetica,Arial">GrpConst</font> : a <font face="Gill Sans,Helvetica,Arial">GAP</font> 4 package - References</h1><dl>

<dt><a name="BE99"><b>[BE99]</b></a><dd>
Hans&nbsp;Ulrich Besche and Bettina Eick.
<br> Construction of finite groups.
<br> <em>J. Symb. Comput.</em>, 27:387 -- 404, 1999.

<dt><a name="BE1000"><b>[BE1000]</b></a><dd>
Hans&nbsp;Ulrich Besche and Bettina Eick.
<br> The groups of order at most 1000 except 512 and 768.
<br> <em>J. Symb. Comput.</em>, 27:405 -- 413, 1999.

<dt><a name="HS64"><b>[HS64]</b></a><dd>
Marshall Hall, Jr. and James&nbsp;K. Senior.
<br> <em>The Groups of Order 2^n (n le6)</em>.
<br> Macmillan Company, 1964.

<dt><a name="Lau82"><b>[Lau82]</b></a><dd>
Reinhard Laue.
<br> <em>Zur Konstruktion und Klassifikation endlicher
  aufl&ouml;sbarer Gruppen</em>, volume&nbsp;9 of <em>Bayreuther
  Mathematische Schriften</em>.
<br> 1982.

<dt><a name="Neu67"><b>[Neu67]</b></a><dd>
Joachim Neub&uuml;ser.
<br> <em>Die Untergruppenverb&auml;nde der Gruppen der
  Ordnungen leq100 mit Ausnahme der Ordnungen 64 und 96</em>.
<br> Habilitationsschrift, Universit&auml;t Kiel, 1967.

<dt><a name="OBr88"><b>[OBr88]</b></a><dd>
Eamonn&nbsp;A. O'Brien.
<br> <em>The groups of order dividing 256</em>.
<br> PhD thesis, Australian National University, 1988.

<dt><a name="OBr90"><b>[OBr90]</b></a><dd>
Eamonn&nbsp;A. O'Brien.
<br> The p-group generation algorithm.
<br> <em>J. Symb. Comput.</em>, 9:677 -- 698, 1990.

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<address>GrpConst manual<br>August 2003
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