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Cubic Cayley Graphs and Snarks
[chapter]
2014
Fields Institute Communications
The well-known conjecture that there are no snarks amongst Cayley graphs is considered. Combining the theory of Cayley maps with the existence of certain kinds of independent sets of vertices in arc-transitive graphs, some new partial results are obtained suggesting promising future research directions in regards to this conjecture.
doi:10.1007/978-1-4939-0781-6_2
fatcat:3zeawbc6lbdzpfomiwkmrxygwa