Contents
Program
- Dates:July 27(Mon.)－July 30(Thurs.), 2015
- Organizer:
- Yoshikazu Giga (The University of Tokyo)
- Shuichi Jimbo (Hokkaido University)
- Yoshihiro Tonegawa (Tokyo Institute of Technology)
- Program：
- Prof. Ben Andrews (Australian National University) has to cancel his lectures due to his personal circumstances.
| 13:50 - 14:00 | Opening |
|---|---|
| 14:00 - 15:00 | Weinan E (Peking University/Princeton University) Multi-scale analysis of crystalline solids (Lecture I) |
| 15:00 - 15:30 | Break |
| 15:30 - 16:30 | Yoshihito Kohsaka (Kobe University) Analysis of stability of the CMC surfaces via the surface diffusion equation |
| 09:30‐10:30 | Sumio Yamada (Gakushuin University) On the moduli space of the Cauchy initial data for the Einstein equation |
|---|---|
| 10:30‐11:00 | Break |
| 11:00‐12:00 | Weinan E (Peking University/Princeton University) Multi-scale analysis of crystalline solids (Lecture II) |
| 12:00‐14:30 | Lunch Break |
| 14:30‐15:30 | Marco Guaraco (IMPA) Min-max for phase transitions and the existence of embedded minimal hypersurfaces |
| 15:30‐16:30 | Free Discussion |
| 16:30‐17:30 | Tsuyoshi Yoneda (Tokyo Institute of Technology) Loss of continuity of the solution map for the Euler equations using multi-scale vorticities |
| 18:00‐ | Reception at Faculty House Trillium (Enreiso) |
| 09:30‐10:30 | Miyuki Koiso (Kyushu University) Stability analysis for surfaces with constant mean curvature |
|---|---|
| 10:30‐11:00 | Break |
| 11:00‐12:00 | Weinan E (Peking University/Princeton University) Multi-scale analysis of crystalline solids (Lecture III) |
| 12:00‐14:30 | Lunch Break |
| 14:30‐15:30 | Chi-Hin Chan (National Chiao Tung University) The study of Navier-Stokes flows in the setting of negatively curved manifolds |
| 15:30‐16:30 | Free Discussion |
| 16:30‐17:00 | Taiga Kumagai (Waseda University) A perturbation problem involving singular perturbations of domains for Hamilton-Jacobi equations |
| 17:00‐17:30 | Keisuke Takasao (The University of Tokyo) Phase field method for volume preserving mean curvature flow |
| 09:30‐10:30 | Katsuyuki Ishii (Kobe University) Convergence of a threshold-type algorithm for curvature-dependent motion |
|---|---|
| 10:30‐11:00 | Break |
| 11:00‐12:00 | Yukihiro Seki (Kyushu University) Description of singularity mechanisms in nonlinear parabolic equations |
| 12:00‐12:10 | Closing |
