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A characterization of metacirculants

机译:元循环的表征

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Metacirculants were introduced by Alspach and Parsons in 1982 and have been a rich source of various topics since then, including the Hamiltonian path problem in metacirculants. A metacirculant has a vertex-transitive metacyclic subgroup of automorphisms, and a long-standing interesting question in the area is if the converse statement is true, namely, whether a graph with a vertex-transitive metacyclic automorphism group is a metacirculant. We shall answer this question in the negative, and then present a classification of cubic metacirculants.
机译:元循环专家是Alspach和Parsons于1982年提出的,从那时起,它成为各种话题的丰富来源,包括元循环专家中的汉密尔顿路径问题。元循环体具有自同构的顶点可传递的亚环亚组,并且在该领域中一个长期存在的有趣问题是反陈述是否成立,即具有顶点可传递的亚环自同构群的图是否是亚循环的。我们将以否定的方式回答这个问题,然后提出立方元超环流的分类。

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