Venue: RIMS, Kyoto University (Access Information)
Period: November 5 (Wed) -- November 7 (Fri), 2025
10:00–10:45 Shigeaki Koike (Waseda University)
ABPKT maximum principle for fully nonlinear parabolic PDEs
11:00–11:45 William M. Feldman (University of Utah)
The pinning effect of dilute defects
14:00–14:45 Taehun Lee (Konkuk University)
Ancient mean curvature flows with finite total curvature
15:00–15:45 Panrui Ni (University of Tokyo)
Quantitative homogenization of convex Hamilton–Jacobi equations with u/ε-periodic Hamiltonians
16:00–16:45 Takuya Sato (University of Tokyo)
A game approach to free boundary problems of anisotropic forced mean curvature flow equations
10:00–10:45 Tatsuya Miura (Kyoto University)
Delta-convex structure of the singular set of distance functions
11:00-11:45 Félix del Teso (Universidad Autónoma de Madrid)
Mean Value Properties for Local and Nonlocal p-Laplace Problems
14:00–14:45 Yuxi Han (Purdue University)
Large deviations and Hamilton–Jacobi Equations for state-constrained chemical reactions
15:00–15:45 Hiroshi Watanabe (Oita University)
Equivalence of entropy and viscosity solutions to degenerate parabolic equations and its applications
16:00–16:45 Kazuya Hirose (Hokkaido University)
Lower gradient estimates for viscosity solutions to first-order Hamilton-Jacobi equations
10:00–10:45 Tapio Kurkinen (Okinawa Institute of Science and Technology)
Quantitative stability for quasilinear parabolic equations
11:00–11:50 Takashi Kagaya (Muroran Institute of Technology)
Solvability of singular Dirichlet boundary problem for fully nonlinear parabolic equations
This workshop is partially supported by
▷ RIMS, Kyoto University / 京都大学数理解析研究所
▷ JSPS Grant-in-Aid for Scientific Research (C), 23K03212 (PI: Norbert Pozar)
▷ JSPS Grant-in-Aid for Scientific Research (C), 22K03396 (PI: Qing Liu)