摘要

A Cayley map M = CM (G, X, p) is t-balanced if p(x)(-1) = p(t)(x(-1)) for all x is an element of X. Recently, Conder et al. classified the regular anti-balanced Cayley maps for abelian groups and Kwak et al. classified the regular t-balanced Cayley maps for dihedral groups [8] and dicyclic groups [9]. Oh [11] classified the regular t-balanced Cayley maps for semi-dihedral groups. In this paper, we classify the regular t-balanced Cayley maps for cyclic groups for any t.

  • 出版日期2013-3-6