The 4th Northeastern Symposium on Mathematical Analysis
Archives of the Symposium
- Organizers:
- Tohru Ozawa (Hokkaido Univ.)
- Hideo Kozono (Tohoku Univ.)
- February 17, 2003 (Monday)
- 09:45 Opening
- 09:50-10:40 Eiji YANAGIDA (Tohoku Univ.)
- 10:50-11:40 Eiji YANAGIDA (Tohoku Univ.)
- 13:15-14:00 Jian ZHAI (Zhejiang Univ.)
- 14:10-14:55 Yoshihiro TONEGAWA (Hokkaido Univ.)
- 15:20-15:40 Yuki DAIDO (Hokkaido Univ.)
- 15:45-16:05 Takeshi OHTSUKA (Hokkaido Univ.)
- 16:10-16:30 Taishi SHIMODA (Tohoku Univ.)
- 16:40-17:30 Poster Session
- 17:40-19:40 Banquet
- February 18, 2003 (Tuesday)
- 09:45-10:30 Helmut ABELS (DarmstadtTH)
- 10:40-11:25 Daoyuan FANG (Zhejiang Univ.)
- 11:35-11:55 Yoshihito KOHSAKA (Tohoku Univ.)
- 13:15-14:00 Takeyuki NAGASAWA (Tohoku Univ.)
- 14:10-14:30 Yasuyuki SHIMIZU (Tohoku Univ.)
- 14:35-14:55 Kazuyuki YAMADA (Hokkaido Univ.)
- 15:00-15:20 Okihiro SAWADA (Hokkaido Univ.)
- 15:50-16:10 Yasuko YAMAZAKI (Hokkaido Univ.)
- 16:15-16:35 Reika FUKUIZUMI (Tohoku Univ.)
- 16:40-17:00 Kohtaro TSUGAWA (Tohoku Univ.)
- Topics:
- E. Yanagida,
- Complex behavior of solutions for some nonlinear diffusion equations I
- Complex behavior of solutions for some nonlinear diffusion
equations II
- J. Zhai,
- Singularity of heat flow for harmonic maps.
- Y. Tonegawa,
- Flow problems with bounded variation function.
- Y. Daido,
- Reconstruction of Inclusion for the Inverse Boundary Value Problem with Mixed Type Boundary Condition and Source Term.
- T. Ohtsuka,
- Uniform convergence of solutions for anisotropic Allen-Cahn equation.
- T. Shimoda,
- Examples of globally hypoelliptic operators on special dimensional spheres without infinitesimal transitivity.
- H. Abels,
- Stokes equations in asymptotically flat domains.
- D. Fang,
- Some Global existence results for quasi-linear Klein-Gordon system in one or two space dimension.
- Y. Kohsaka,
- Stability analysis of stationary solutions for surface diffusion
flow equation.
- T. Nagasawa,
- Center manifold analysis for the Helfrich flow.
- Y. Shimizu,
- Existence of Navier-Stokes flow in the half space with non-decaying initial data.
- K. Yamada,
- On viscous conservation laws with growing initial data.
- O. Sawada,
- On regularizing-decay rates of the strong solutions to the Navier-Stokes flows.
- Y. Yamada,
- Modified scattering states for subcritical derivative nonlinear Schroedinger equations.
- R. Fukuizumi,
- Convergence property of variational problems related to nonlinear Schroedinger equations and its applications.
- K. Tsugawa,
- Existence of the global attractor for weakly damped,forced KdV equation on Sobolev spaces of negative index.
- Poster Session
-
- Katsuya Inui,
- On the Cauchy problem for the Navier-Stokes equations in the half space with non-decaying initial data.
- Yuko Nagase,
- Interior gradient estimate for 1-D anisotropic curvature flow.
- Hideyuki Miura,
- Remark on uniqueness of mild solutions to the Navier-Stokes equations.
- Ryuichiro Mizuhara,
- The initial value problem for some dispersive-type equations of fourth order.
- Shuji Yoshikawa,
- Global existence and uniqueness for Falk,s model of shape memory alloys in weaker class.
- Takuya Watanabe,
- Semiclassical distributions of resonances near a degenerate barrier top.
- The place of symposium:
- Faculty of Science, Tohoku University