Hyperbolic spaces and related topics II. Proceedings of a symposium held at the Research Institute for Mathematical Sciences, Kyoto University, Kyoto, Japan, November 29--December 3, 1999 (Q2756610)

The articles of this volume will not be indexed individually. The preceding symposium (I, 1999) has been reviewed (see Zbl 0954.00029).NEWLINENEWLINENEWLINE Contents: M. Shiba, Some function-theoretic properties of the hyperbolic metric and a new construction of fundamental domains (1-8); Yohei Komori, Toshiyuki Sugawa, Masaaki Wada and Yasushi Yamashita, Drawing Bers embeddings of the Teichmüller space of once-punctured tori (9-17); Hideki Miyachi, On cusps in the boundary of the one-dimensional Teichmüller space (Japanese) (18-23); Kentaro Ito, Distribution of function groups in an extended Bers slice (Japanese) (24-27); Yoshihide Okumura, Necessary and sufficient conditions for simple closed curves on Riemann surfaces to be separating loops (Japanese) (28-41); Katsuhiko Matsuzaki, Local geometric finiteness of Kleinian groups (42-45); Hiroki Sato, Jorgensen groups of parabolic type (46-56); Hirotaka Akiyoshi, An example of Kleinian groups with indiscrete horoball heights (57-66); Hirotaka Akiyoshi, Makoto Sakuma, Masaaki Wada and Yasushi Yamashita, Ford domains of punctured torus groups and two-bridge knot groups (67-77); Ryoji Kasagawa, Some representations of subgroups of the mapping class groups of surfaces and secondary invariants (78-84); Akira Ushijima, A unified viewpoint about geometric objects in hyperbolic space and the generalized tilt formula (85-98); Shigeyasu Kamiya, Notes on discrete subgroups of \(\text{PU}(1,2;\mathbf C)\) with Heisenberg translations. II (99-102); Masaaki Yoshida, Monocurved reflection groups and an example of an invariant (Japanese) (103-108); Keisuke Ueno, Proper harmonic maps from complex hyperbolic spaces to real hyperbolic spaces (Japanese) (109-116); Takao Akahori, On the Rumin complex (117-125); Michihiko Fujii, A cone angle condition on strong convergence of hyperbolic 3-cone-manifolds (126-131); Teruhiko Soma, Sequences of maps and hyperbolic 3-dimensional manifolds (Japanese) (132-136).