摘要

We show that almost every Cayley graph Gamma of an abelian group G of odd prime-power order has automorphism group as small as possible. Additionally, we show that almost every Cayley (di)graph Gamma of an abelian group G of odd prime-power order that does not have automorphism group as small as possible is a normal Cayley (di)graph of G (that is, G(L)(sic)Aut(Gamma)).

  • 出版日期2010