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Scott's rigidity theorem for Seifert fibered spaces; revisited |
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| Authors: | Teruhiko Soma |
| Affiliation: | Department of Mathematical Sciences, College of Science and Engineering, Tokyo Denki University, Hatoyama-machi, Saitama-ken 350-0394, Japan |
| Abstract: | We will present a new proof of the rigidity theorem for Seifert fibered spaces of infinite  by Scott (1983) in the case when the base of the fibration is a hyperbolic triangle 2-orbifold. Our proof is based on arguments in the rigidity theorem for hyperbolic 3-manifolds by Gabai (1997). |
| Keywords: | Seifert fibered spaces Scott's rigidity theorem insulator condition |
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