| 13:20 -  13:30  | 
      Opening | 
|---|---|
| 13:30 -  14:30  | 
      Atsushi Tachikawa (Tokyo University of Science)  
    Boundary regularity of minimizers of double phase functionals  | 
| 14:30 -  14:50  | 
      ※ | 
| 14:50 -  15:30  | 
      Kota Ikeda (Meiji University)
    Center manifold theory in L2-framework for the motions of camphor boats with delta function  | 
| 15:40 -  16:40  | 
      Masahiro Yamamoto (The Unversity of Tokyo)
    Inverse problems for equations of fluid dynamics by Carleman estimates  | 
| 16:50 -  17:20  | 
      Kuniyasu Misu (Hokkaido University)
       A game-theoretic approach to the asymptotic behavior of solutions to an obstacle problem for the mean curvature flow equation  | 
| 10:00 -  11:00  | 
      Tsuyoshi Yoneda (The Unversity of Tokyo)
    Mathematical reformulation of the Kolmogorov-Richardson energy cascade in terms of vortex stretching  | 
|---|---|
| 11:10 -  11:40  | 
      Masashi Mizuno (Nihon University)
    Mathematical modeling for grain boundary motion with dynamic lattice misorientations and triple junction drag  | 
| 13:30 -  14:30  | 
      Noriaki Yamazaki (Kanagawa University)
    Optimal Control for Shape Memory Alloys of the One-Dimensional Fremond Model  | 
| 14:40 -  15:20  | 
      Karel Svadlenka (Kyoto University)
    Solution of hyperbolic equations through energy preserving approximations  | 
| 15:30 -  16:10  | 
       Hiroshi Matsuzawa (Kanagawa University)
       A free boundary problem of reaction diffusion equation with a multi-stable type nonlinearity in high space dimensions  | 16:20 -  16:50  | 
      Yuuki Shimizu  (The Unversity of Tokyo)
       A current-valued solution of the Euler equation and its application  | 
| 16:50 -  18:00  | 
  Discussion | 
| 10:00 -  11:00  | 
      Goro Akagi (Tohoku University)
    Traveling wave dynamics for constrained Allen-Cahn equations  | 
|---|---|
| 11:10 -  11:40  | 
      Kazumasa Fujiwara (Nagoya University)
         Necessary and sufficient condition for global existence of L2 solutions for 1D periodic NLS with non-gauge invariant quadratic nonlinearity  | 
| 11:40 -  | 
      Closing |