[HTML][HTML] On automorphism groups of circulant digraphs of square-free order

E Dobson, J Morris - Discrete mathematics, 2005 - Elsevier
Discrete mathematics, 2005Elsevier
We show that the full automorphism group of a circulant digraph of square-free order is
either the intersection of two 2-closed groups, each of which is the wreath product of 2-
closed groups of smaller degree, or contains a transitive normal subgroup which is the direct
product of two 2-closed groups of smaller degree.
We show that the full automorphism group of a circulant digraph of square-free order is either the intersection of two 2-closed groups, each of which is the wreath product of 2-closed groups of smaller degree, or contains a transitive normal subgroup which is the direct product of two 2-closed groups of smaller degree.
Elsevier
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