Imbeddings of free actions on handlebodies

Details Imbeddings of free actions on handlebodies Imbeddings of free actions on handlebodies

2001-10-07

arxiv.org/abs/math/0110078v1

Mathematics

Geometric Topology

Scientific paper

Fix a free, orientation-preserving action of a finite group G on a 3-dimensional handlebody V. Whenever G acts freely preserving orientation on a connected 3-manifold X, there is a G-equivariant imbedding of V into X. There are choices of X closed and Seifert-fibered for which the image of V is a handlebody of a Heegaard splitting of X. Provided that the genus of V is at least 2, there are similar choices with X closed and hyperbolic.

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