| 09:50 -  10:00  | Opening | 
|---|---|
| 10:00 -  11:00  | Glen Wheeler (University of Wollongong) 
 Concentration-compactness and finite-time singularities for Chen's flow  | 
| 11:00 -  11:30  | * | 
| 11:30 -  12:30  | Kenji Nakanishi (Osaka University)
 The energy-critical Zakharov system  | 
| 12:30 -  14:10  | Lunch Break | 
| 14:10 -  14:40  | * | 
| 14:40 -  15:10  | Tatsuya Miura (The University of Tokyo) 
 On the uniqueness of least energy elastic curves  | 
| 15:10 -  15:40  | Megumi Sano (Osaka City University) 
 Strauss's radial compactness and its application to nonlinear elliptic problem with variable critical exponent  | 
| 15:40 -  16:10  | * | 
| 16:10 -  16:40  | Yuta Wakasugi (Ehime University) 
 Asymptotic behavior of solutions to the wave equation with space-dependent damping  | 
| 16:40 -  17:10  | Atsushi Kosaka (Bukkyo University)
 Concentration phenomena of a least-energy solution to a semilinear elliptic problem in piecewise smooth domains  | 
| 10:00 -  11:00  | Masato Kimura (Kanazawa University)
 Analysis of unidirectional diffusion equation and its gradient flow structure  | 
|---|---|
| 11:00 -  11:30  | * | 
| 11:30 -  12:30  | Eiji Yanagida (Tokyo Institute of Technology)
 Extinction behavior of solutions of the logarithmic diffusion equation  | 
| 12:30 -  14:10  | Lunch Break | 
| 14:10 -  14:40  | * | 
| 14:40 -  15:10  | Hirofumi Notsu (Kanazawa University) 
 Numerical analysis of the Oseen-type Peterlin viscoelastic model  | 
| 15:10 -  15:40  | Ikki Fukuda (Hokkaido University)
 Large time behavior of solutions to the viscous conservation law with dispersion  | 
| 15:40 -  16:10  | * | 
| 16:10 -  16:40  | Hideyuki Miura (Tokyo Institute of Technology)
 On uniqueness for the supercritical harmonic map heat flow  | 
| 18:00 -  20:00  | Reception Party | 
| 10:00 -  11:00  | Takuya Mine (Kyoto Institute of Technology)
 Scattering by the ring magnetic field in the three dimensional space  | 
|---|---|
| 11:00 -  11:30  | * | 
| 11:30 -  12:30  | Luca Fanelli (SAPIENZA Università di Roma)
 Time decay of Schrödinger evolutions: the role played by the angular Hamiltonian  | 
*Free discussion with speakers