9-13 June 2013
Koper, Slovenia
UTC timezone
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Arc-transitive cyclic regular covers of dodecahedron graph

Presented by Dr. Jicheng MA
Type: Oral presentation
Track: Symmetries in Graphs, Maps and Other Discrete Structures


In this talk I will introduce all the arc-transitive cyclic regular covers of the dodecahedron graph using a new approach of constructing regular covers given by Conder and Ma. Two families of infinite 3-arc-transitive abelian regular covers of the dodecahedron graph will be introduced which gives more concrete examples that for a s-arc-transitive graph there exists (s + 1)-arc-transitive covering graphs.


Location: Koper, Slovenia

Primary authors