Vol. 193, No. 2, 2000

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Katura Miyazaki & Kimihiko Motegi

Abstract

We show that r-Dehn surgery on a hyperbolic, periodic knot K with period p > 2 yields a hyperbolic manifold unless p = 3, r = 0 and the genus of K is one. Regarding hyperbolic, periodic knots with period 2, we show that only integral Dehn surgeries can yield toroidal manifolds.

Authors
Katura Miyazaki
Tokyo Denki University
College of Humanities & Sciences
2-2 Kanda-Nishikicho Nihon University
Tokyo 101
Japan
Kimihiko Motegi
Nihon University
Sakurajosui 3-25-40, Setagaya-Ku Tokyo 156
Japan