Strong simplicity of groups and vertex - transitive graphs

Strong simplicity of groups and vertex - transitive graphs

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Magister Scientiae - MSc === In the course of exploring various symmetries of vertex-transitive graphs, we introduce the concept of quasi-normal subgroups in groups. This is done since the symmetries of vertex-transitive graphs are intimately linked to those, fait accompli, of groups. With this, we...

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Bibliographic Details
Main Author: Fadhal, Emad Alden Sir Alkhatim Abraham
Other Authors: Mwambene, Eric
Language:en
Published: University of the Western Cape 2013
Subjects:
vertex-transitive graphs
Online Access:http://hdl.handle.net/11394/1430
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spelling ndltd-netd.ac.za-oai-union.ndltd.org-uwc-oai-etd.uwc.ac.za-11394-14302017-08-02T04:00:17Z Strong simplicity of groups and vertex - transitive graphs Fadhal, Emad Alden Sir Alkhatim Abraham Mwambene, Eric Dept. of Mathematics Faculty of Science vertex-transitive graphs Magister Scientiae - MSc In the course of exploring various symmetries of vertex-transitive graphs, we introduce the concept of quasi-normal subgroups in groups. This is done since the symmetries of vertex-transitive graphs are intimately linked to those, fait accompli, of groups. With this, we ask if the concept of strongly simple groups has a place for consideration. South Africa 2013-06-14T07:46:09Z 2013/03/04 12:41 2013/03/04 2013-06-14T07:46:09Z 2010 Thesis http://hdl.handle.net/11394/1430 en University of the Western Cape University of the Western Cape
collection NDLTD
language en
sources NDLTD
topic vertex-transitive graphs
spellingShingle vertex-transitive graphs
Fadhal, Emad Alden Sir Alkhatim Abraham
Strong simplicity of groups and vertex - transitive graphs
description Magister Scientiae - MSc === In the course of exploring various symmetries of vertex-transitive graphs, we introduce the concept of quasi-normal subgroups in groups. This is done since the symmetries of vertex-transitive graphs are intimately linked to those, fait accompli, of groups. With this, we ask if the concept of strongly simple groups has a place for consideration. === South Africa
author2 Mwambene, Eric
author_facet Mwambene, Eric
Fadhal, Emad Alden Sir Alkhatim Abraham
author Fadhal, Emad Alden Sir Alkhatim Abraham
author_sort Fadhal, Emad Alden Sir Alkhatim Abraham
title Strong simplicity of groups and vertex - transitive graphs
title_short Strong simplicity of groups and vertex - transitive graphs
title_full Strong simplicity of groups and vertex - transitive graphs
title_fullStr Strong simplicity of groups and vertex - transitive graphs
title_full_unstemmed Strong simplicity of groups and vertex - transitive graphs
title_sort strong simplicity of groups and vertex - transitive graphs
publisher University of the Western Cape
publishDate 2013
url http://hdl.handle.net/11394/1430
work_keys_str_mv AT fadhalemadaldensiralkhatimabraham strongsimplicityofgroupsandvertextransitivegraphs
_version_ 1718510095625617408

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