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<html><head><title>transgrp : a GAP 4 package - References</title></head>
<body text="#000000" bgcolor="#ffffff"> <h1><font face="Gill Sans,Helvetica,Arial">transgrp</font> : a <font face="Gill Sans,Helveti <dt><a name="BM83"><b>[BM83]</b></a><dd> G. Butler and J. McKay. <br> The transitive groups of degree up to eleven. <br> <em>Comm. Algebra</em>, 11(8):863--911, 1983. <dt><a name="Butler93"><b>[Butler93]</b></a><dd> G. Butler. <br> The transitive groups of degree fourteen and fifteen. <br> <em>J. Symbolic Comput.</em>, 16(5):413--422, 1993. <dt><a name="CanHolt32"><b>[CanHolt32]</b></a><dd> John J. Cannon and Derek F. Holt. <br> The transitive permutation groups of degree 32. <br> <em>Experiment. Math.</em>, 17(3):307--314, 2008. <dt><a name="ConwayHulpkeMcKay98"><b>[ConwayHulpkeMcKay98]</b></a><dd> J. H. Conway, A. Hulpke, and J. McKay. <br> On transitive permutation groups. <br> <em>LMS J. Comput. Math.</em>, 1:1--8 (electronic), 1998. <dt><a name="HoltRoyle47"><b>[HoltRoyle47]</b></a><dd> Derek Holt and Gordon Royle. <br> A census of small transitive groups and vertex-transitive graphs. <br> <em>J. Symbolic Comput.</em>, 101:51--60, 2020. <dt><a name="HoltRoyleTracy48"><b>[HoltRoyleTracy48]</b></a><dd> Derek Holt, Gordon Royle, and Gareth Tracy. <br> The transitive groups of degree 48 and some applications. <br> <em>J. Algebra</em>. <dt><a name="Hulpke96"><b>[Hulpke96]</b></a><dd> A. Hulpke. <br> <em>Konstruktion transitiver Permutationsgruppen</em>. <br> Dissertation, Rheinisch Westf"alische Technische Hochschule, Aachen, Germany, 1996. <dt><a name="HulpkeTG"><b>[HulpkeTG]</b></a><dd> A. Hulpke. <br> Constructing transitive permutation groups. <br> <em>J. Symbolic Comput.</em>, 39(1):1--30, 2005. <dt><a name="Roy87"><b>[Roy87]</b></a><dd> G. F. Royle. <br> The transitive groups of degree twelve. <br> <em>J. Symbolic Comput.</em>, 4(2):255--268, 1987. </dl><p> [<a href="chapters.htm">Up</a>]<p> <P> <address>transgrp manual<br>February 2022 </address></body></html> ¤ Dauer der Verarbeitung: 0.12 Sekunden (vorverarbeitet) ¤*© Formatika GbR, Deutschland |
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2026-03-28