Applications of analytic extensions. Proceedings of a symposium held at the Research Institute for Mathematical Sciences, Kyoto University, Kyoto, Japan, January 11--13, 2000 (Q2756589)

The articles of this volume will not be indexed individually.NEWLINENEWLINENEWLINE Contents: Saburou Saitoh, Analytic extension formulas, integral transforms and reproducing kernels (1-15); Mitsuru Uchiyama, Operator monotone functions which are defined implicitly and operator inequalities (16-30); Shigeo Akashi, \(\epsilon\)-entropy theory and a sample application to function space theory (Japanese) (31-37); Björn Gustafsson and Mihai Putinar, Analytic continuation of Cauchy and exponential transforms (38-48); Hidetake Uchida and Nakao Hayashi, On the analyticity of solutions to Davey-Stewartson equations (Japanese) (49-59); Masaru Ikehata, Reconstruction problems for intervention items in inverse boundary problems (Japanese) (60-72); Masaaki Sugihara, Justification of a formal derivation of the Euler-Maclaurin summation formula (73-82); Takuya Ooura, Continuous Euler transformations and their application to divergent Fourier type integrals (Japanese) (83-88); Yoshitsugu Takei, Exact WKB analysis and connection problems for differential equations (89-103); Masatake Mori, Analytic continuation and acceleration of convergence of series (Japanese) (104-119); M. Shiba, Analytic continuation beyond the ideal boundary (120-127); Kenzo Adachi, Continuation of holomorphic functions from subvarieties to pseudoconvex domains (128-142); Hiroshi Isozaki, On multi-dimensional inverse scattering theory (Japanese) (143-148); Takeo Ohsawa, Relationship of interpolation problems and division problems (Japanese) (149-161); Hideaki Ishikawa, On the analytic extensions of multiple \(L\) functions (Japanese) (162-167); Shoichiro Sakai, Application of complex analysis in \(C^*\)-dynamical systems (Japanese) (168-183); Nakao Hayashi, Analytic functions and their application to nonlinear evolution equations (184-193); J. Cheng, Y. C. Hon and M. Yamamoto, A conditional stability estimate for an inverse Neumann boundary problem (194-207).