Author:
Kirby Robion C.,Lickorish W. B. Raymond
Abstract
This paper proves that any knot is concordant to a prime knot; it thus solves Problem 13 of (3). In doing so it makes an exploration of a fairly general method of proving that a knot is a prime. Throughout, the word ‘knot’ means a knot of S1 in S3 (orientations being here irrelevant); occasionally reference will be made to the idea of a knotted arc spanning a 3-ball.
Publisher
Cambridge University Press (CUP)
Reference5 articles.
1. (4) Litherland R. A. Topics in knot theory. Cambridge University thesis (1978).
2. Non-simplicially collapsible triangulations of In
3. Problems
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49 articles.
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