Regular maps from Cayley graphs II antibalanced Cayley maps
J Širáň, M Škoviera - Discrete Mathematics, 1994 - Elsevier
A Cayley map is a Cayley graph embedded in some orientable surface so that the local
rotations at every vertex are identical. In this series we consider two types of such maps: the
balanced and antibalanced Cayley maps. Part I was devoted to giving conditions under
which a balanced Cayley map is regular or reflexible, and to determining the corresponding
map automorphism groups. In Part II, similar questions will be pursued for antibalanced
maps. Results and their proofs are based on the theory of groups with sign structure.
rotations at every vertex are identical. In this series we consider two types of such maps: the
balanced and antibalanced Cayley maps. Part I was devoted to giving conditions under
which a balanced Cayley map is regular or reflexible, and to determining the corresponding
map automorphism groups. In Part II, similar questions will be pursued for antibalanced
maps. Results and their proofs are based on the theory of groups with sign structure.
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