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- W2949883967 abstract "This paper concerns the class of contractible open 3-manifolds which are ``locally finite strong end sums'' of eventually end-irreducible Whitehead manifolds. It is shown that whenever a 3-manifold in this class is a covering space of another 3-manifold the group of covering translations must be a free group. It follows that such a 3-manifold cannot cover a closed 3-manifold. For each countable free group a specific uncountable family of irreducible open 3-manifolds is constructed whose fundamental groups are isomorphic to the given group and whose universal covering spaces are in this class and are pairwise non-homeomorphic." @default.
- W2949883967 created "2019-06-27" @default.
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- W2949883967 date "1996-12-06" @default.
- W2949883967 modified "2023-09-27" @default.
- W2949883967 title "Contractible open 3-manifolds with free covering translation groups" @default.
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