Potential theory and its related fields. Proceedings of a symposium held at the Research Institute for Mathematical Sciences, Kyoto University, Kyoto, Japan, June 16--18, 1999
The articles of this volume will not be indexed individually.NEWLINENEWLINENEWLINE Contents: Yasuhiro Gotoh, Domains that satisfy certain conditions involving pseudohyperbolic metrics (Japanese) (1-10); Hiroaki Aikawa and Tomohiko Mizutani, Martin boundary of a uniformly John domain (11-28); Shigeo Segawa and Hiroaki Masaoka, The Martin boundary for finite sheeted unbounded covering surfaces of \(\widehat \mathbb{C}_{\{0\}}\) (Japanese) (29-37); Ikuko Miyamoto and Hidenobu Yoshida, Harmonic functions in a cylinder with the normal derivatives vanishing on the boundary (38-44); Toshihide Futamura, Kyoko Kishi and Yoshihiro Mizuta, A generalization of the Liouville theorem to polyharmonic functions (45-50); Yoshihiro Mizuta and Tetsu Shimomura, Hyperplane integrals of BLD and monotone BLD functions (51-68); Shoji Yotsutani, Radial solutions and the structure of semilinear elliptic equations (69-76); Makoto Sakai, Hele-Shaw flows moving boundary problem whose initial domain has a corner with right angle (77-86); Mitsuru Nakai, Existence of quasiisometric mappings and Royden compactifications (87-106); Takahide Kurokawa, Local integral representations of smooth functions and interpolation inequalities (107-114); Makoto Ohtsuka, On \((p,\omega)\)-precise functions whose derivatives are singular integrals (115-120); Masaki Imai, Kazuhiro Kurata and Isamu Ohnishi, A minimization problem for the first Dirichlet eigenvalue and numerical results (Japanese) (121-138); Masaharu Nishio, Characteristics of means related to parabolic operators of order \(\alpha\) (Japanese) (139-146); Katsunori Shimomura, The determination of caloric morphisms on Euclidean domains (Japanese) (147-155); Hisayasu Kurata, The Hausdorff dimension of the boundary of a tree (156-164); Hisako Watanabe, Boundedness of operators on Besov spaces on a fractal set (165-180); Minoru Murata, Uniqueness of positive solutions to elliptic equations and the uniqueness of solutions to mixed problems related to parabolic equations (Japanese) (181).
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