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On the divisibility of
knot groups
Kunio Murasugi |
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Vol. 52 (1974), No. 2, 491–503
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Abstract |
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Some conditions for the knot group to be an R-group, i.e., the group in which the extraction of roots is unique, will be discussed in this paper. In particular, the group of a product knot is an R-group iff the knot group of each component is an R-group. For a fibred knot, a sufficient condition for its group to be an R-group will be given. |
Mathematical Subject Classification
Primary: 20F25
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Milestones
Received: 22 February 1973
Revised: 18 March 1974
Published: 1 June 1974
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Authors |
| Kunio Murasugi | |
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