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Bounds on exceptional Dehn
filling
Ian Agol |
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Geometry & Topology 4 (2000) 431–449
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arXiv: math.GT/9906183 |
Abstract |
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We show that for a hyperbolic knot complement, all but at most 12 Dehn fillings are irreducible with infinite word-hyperbolic fundamental group. |
Keywords
hyperbolic, Dehn filling, word-hyperbolic
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Mathematical Subject Classification 2000
Primary: 57M50, 57M27
Secondary: 57M25, 57S25
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References |
Forward citations |
Publication
Received: 20 February 1999
Revised: 29 May 2000
Accepted: 11 November 2000
Published: 14 November 2000
Proposed: Cameron Gordon
Seconded: David Gabai, Robion Kirby
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Authors |
| Ian Agol | |
| Department of Mathematics University of Melbourne Parkville Victoria 3052 Australia |
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