Nonlinear evolution equations and their applications. Proceedings of a symposium held at the Research Institute for Mathematical Sciences, Kyoto University, Kyoto, Japan, October 18--20, 1999 (Q2756527)

The articles of this volume will not be indexed individually.NEWLINENEWLINENEWLINE Contents: Atsuhito Kohda and Takashi Suzuki, Blow-up criteria for semilinear parabolic equations (1-14); Yoshie Sugiyama, Smooth solutions for degenerate parabolic equations (15-34); Hiroki Tanabe, Degenerate Volterra-type integral equations (Japanese) (35-40); Minoru Tabata and Nobuoki Eshima, Blow-up of solutions to initial value problems for nonlinear integro-partial differential equations that appear in quantitative sociology (41-51); Mitsuo Funaki, Masayasu Mimura and Tohru Tsujikawa, Travelling front solutions arising in a chemotaxis-growth model (52-76); Yoshitaka Yamamoto, Initial boundary value problem for the equations of ideal magneto-hydrodynamics (Japanese) (77-84); Kotaro Tsugawa, On the coupled system of nonlinear wave equations with different propagation speeds in two space dimensions (85-90); Ken Shirakawa and Nobuyuki Kenmochi, Stability of parabolic evolution equations that contain subdifferential operators on functionals of bounded variation (Japanese) (91-109); Shigeaki Koike, \(\epsilon\)-optimal controls for state constraint problems (110-119); Kenji Kojima, Solutions to quasilinear evolution equations (Japanese) (120-128); Yoshio Yamada, Uniqueness of solutions to parabolic equations containing sublinear terms (Japanese) (129-139).