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Type: Article
Veech groups, irrational billiards and stable abelian differentials
Abstract:
We describe Veech groups of flat surfaces arising from irrational angled polygonal billiards or irreducible stable abelian differentials. For irrational polygonal billiards, we prove that these groups are non-discrete subgroups of SO(2, R) and we calculate their rank.
We describe Veech groups of flat surfaces arising from irrational angled polygonal billiards or irreducible stable abelian differentials. For irrational polygonal billiards, we prove that these groups are non-discrete subgroups of SO(2, R) and we calculate their rank.
Keywords: Polygonal Billiards; Veech group
MSC: 37D50 (37J35)
Journal: Discrete and Continuous Dynamical Systems Series A
ISSN: 1078-0947
Year: 2012
Volume: 32
Number: 3
Pages: 1055--1063



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