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SURGERY GROUPS OF KNOT AND LINK COMPLEMENTS
Published online by Cambridge University Press: 01 July 1997
Abstract
Cappell conjectured the following in ]2]; compare ]11, Problem 2].
Conjecture 0.1. Let π be the fundamental group of a knot complement in [ ]3. Then Lhn(π)≃ Lhn(ℤ), for all n, where Lhnis the Wall–Novikov surgery group for homotopy equivalence, and the isomorphism is induced from the abelianization homomorphism π→ℤ.
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- © The London Mathematical Society 1997
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