Complex analysis on hyperbolic 3-manifolds
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Complex analysis on hyperbolic 3-manifolds
(数理解析研究所講究録, 882)
京都大学数理解析研究所, 1994.8
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双曲的3次元多様体の複素解析
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Library, Research Institute for Mathematical Sciences, Kyoto University数研
RIMS||Kokyuroku||882*
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「双曲的3次元多様体の複素解析」研究集会報告集(1994年1月24日-1月28日) 研究代表者:松崎克彦
Contents of Works
- A local parametrization of the Teichmüller space of closed hyperbolic surfaces, in terms of triangulations / 藤井道彦, 小島定吉
- A lower bound for the volume of Dirichlet fundamental polyhedrons / 古沢治司
- Margulis decomposition and translation lengths of discrete Möbius groups / 井上克巳
- Spinal hypersurfaces in complex hyperbolic space / 神谷茂保
- On reducible finite subgroups of mapping class groups of surfaces / 笠原泰
- On the topology of the space of representations / 小森洋平
- Several characterizations of Fuchsian groups of divergence type / 松崎克彦
- Length parameters for Teichmüller space of punctured surfaces / 中西敏浩
- Rigidité et conjugaison topologique des groupes kleiniens topologiquement sages / 大鹿健一
- On partially conformal qc deformations / 大竹博巳
- Global real analytic length parameters and angle parameters for Teichmüller spaces and the geometry of hyperbolic transformations / 奥村善英
- Jørgensen's inequality for classical Schottky groups of real type / 佐藤宏樹
- On the Teichmüller spaces of Fuchsian groups of Schottky type and the Schwarzian derivatives of univalent functions / 須川敏幸
- On intersections of representing curves of elements of the fundamental group of a surface / 宝島格
- A remark on theorems of de Franchis and Severi / 田辺正晴
- Quantized calculus and Teichmüller space / 谷口雅彦
- A note on the arithmeticity of the figure-eight knot orbifolds / 渡辺綾子
- On conditions for Teichmüller mappings of the unit disk / 黄心中
- Ideal triangulations of noncompact hyperbolic 3-manifolds / 山下靖