Gareth Wilkes
Published 2018-02-26Version 1
In this paper we extend previous results concerning the behaviour of JSJ decompositions of closed 3-manifolds with respect to the profinite completion to the case of compact 3-manifolds with boundary. We also illustrate an alternative and perhaps more natural approach to part of the original theorem, using relative cohomology to analyse the actions of an-annular atoroidal groups on profinite trees.
Profinite almost rigidity in 3-manifolds
Distinguishing 4-dimensional geometries via profinite completions
The profinite completion of $3$-manifold groups, fiberedness and the Thurston norm
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