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SS97: Analysis and dynamics on boundaries of manifolds and related topics

Organizer(s):
Name:	Affiliation:	Country:
Hiroshige Shiga	Tokyo Institute of Technology	Japan
Hiroaki Aikawa	Hokkaido University	Japan

Abstract:
This special session is concerned with mathematical analysis on the structure of boundaries of manifolds and their dynamical properties. Related topics are potential theory, complex analysis and complex dynamics.

List of approved abstract
Name	Affiliation	Title
Hiroaki Aikawa	Hokkaido University	Parabolic and elliptic boundary behavior on a non-smooth domain
Ara Basmajian	City University of New York	The type problem and geometric structures on hyperbolic surfaces
Sachiko Hamano	Osaka City University	Variational formulas for hydrodynamic differentials and its application
Takanobu Hara	Hokkaido University	A Carleson-type estimate for $p$-superharmonic functions
Kentaro Hirata	Hiroshima University	Removable isolated boundary singularities of positive solutions of semilinear elliptic equations in a Lipschitz domain
Jun Masamune	Hokkaido University	A generalized conservation property of Brownian motion with killing inside
Katsuhiko Matsuzaki	Waseda University	A moduli space of a Riemann surface of infinite topological type
Hideki Miyachi	Kanazawa University	Extremal length geometry on Teichmuller space and its application
Gou Nakamura	Aichi Institute of Technology	Hyperbolic surfaces with the largest maximal injectivity radius
Masaharu Nishio	Osaka City University	Reproducing kernels with respect to function spaces of polyharmonic and polyparabolic functions
Katsunori Shimomura	Ibaraki University	Caloric morphisms for rotation invariant metrics on semi-euclidean spaces
Noriaki Suzuki	Meijo University	Polynomial solution to Dirichlet problem for the heat equation
Kiyoki Tanaka	Daido University	Estimate for the weighted polyharmonic Bergman kernel and its application