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On Distinct Finite Covers of 3-Manifolds by Friedl, Stefan; Park, JungHwan; Petri, Bram; Raimbault, Jean; Ray, Arunima is a scholarly article available to read on EtoBox.

What is On Distinct Finite Covers of 3-Manifolds about?

Every closed orientable surface S has the following property: any two connected covers of S of the same degree are homeomorphic (as spaces). In this, paper we give a complete classification of compact 3-manifolds with empty or toroidal boundary which have the above property. We also discuss related group-theoretic questions.

Author

Friedl, Stefan; Park, JungHwan; Petri, Bram; Raimbault, Jean; Ray, Arunima

Published

2018

Language

EN