Maximum principles in partial differential equations
and related topics 3

Contents

Outline

Dates:
March 4 (Mon.), 2019
Venue:
4-501, Faculty of Science Bld. #4, Hokkaido University
Organizer:
Nao Hamamuki (Hokkaido University)
email: hnao(at)math.sci.hokudai.ac.jp
Speakers:
Taiga Kumagai (Tokyo Institute of Technology)
Yikan Liu (The University of Tokyo)
Kuniyasu Misu (Hokkaido University)
Kazushige Nakagawa (Fukushima University)
Kohei Soga (Keio University)

Program

10:00 - 10:10Opening
10:10 - 11:00Taiga Kumagai (Tokyo Institute of Technology)
On some nonconvex Hamilton-Jacobi equations with large Hamiltonian drift terms
11:10 - 12:00Yikan Liu (The University of Tokyo)
Maximum principle for time-fractional diffusion equations and a related inverse problem
14:00 - 14:50Kohei Soga (Keio University)
A discrete approximation method of weak KAM theory
15:00 - 15:30Kuniyasu Misu (Hokkaido University)
Asymptotic shape of solutions to the mean curvature flow equation with discontinuous source terms
16:00 - 16:50Kazushige Nakagawa (Fukushima University)
The Phragmen-Lindelof principle for nonlinear elliptic equations with a dynamical boundary condition
18:00 - Reception