Abstract
AbstractA necessary and sufficient condition is given for two Cayley digraphs X1 = Cay(G1, S1) and X2 = Cay(G2, S2) to be isomorphic, where the groups Gi are nonisomorphic abelian 2‐groups, and the digraphs Xi have a regular cyclic group of automorphisms. Our result extends that of Morris [J Graph Theory 3 (1999), 345–362] concerning p‐groups Gi, where p is an odd prime. Copyright © 2011 Wiley Periodicals, Inc. J Graph Theory
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