On Finite s-Transitive Graphs of Odd Ord
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Cai Heng Li
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Article
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2001
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Elsevier Science
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English
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It is shown that, for a positive integer s, there exists an s-transitive graph of odd order if and only if s 3 and that, for s=2 or 3, an s-transitive graph of odd order is a normal cover of a graph for which there is an automorphism group that is almost simple and s-transitive.