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Gillibert, Luc
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G-graphs: a new representation of groups
Bretto A., Faisant A., Gillibert L. Journal of Symbolic Computation 42(5): 549-560, 2007. Type: Article
Given a finite group
G
having a set of generators
S
, the authors of this paper define a finite graph &PHgr;(
G,S
), both mathematically and algorithmically. Properties of these...
...
Oct 29 2007
Symmetric and semisymmetric graphs construction using G-graphs
Bretto A., Gillibert L., Laget B. Symbolic and algebraic computation (Proceedings of the 2005 International Symposium on Symbolic and Algebraic Computation, Beijing, China, Jul 24-27, 2005) 61-67, 2005. Type: Proceedings
A graph that is both edge-transitive and vertex-transitive is called a symmetric graph. A graph that is edge-transitive, but not vertex-transitive is called a semisymmetric graph. Constructing symmetric and semisymmetric graphs is a la...
...
Oct 3 2005
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