Maximum principles in partial differential equations
and related topics 2

Contents

Outline

Dates:
March 6, 2017
Venue:
4-501, Faculty of Science Bld. #4, Hokkaido University
Organizer:
Nao Hamamuki (Hokkaido University)
email: hnao(at)math.sci.hokudai.ac.jp
Speakers:
Tokinaga Namba (The University of Tokyo)
Naohisa Ogawa (Hokkaido University of Science)
Masaki Ohnuma (Tokushima University)
Yoshitaro Tanaka (Hokkaido University)
Kengo Terai (Waseda University)

Program

10:00-10:10Opening
10:10-11:00Tokinaga Namba (The University of Tokyo)
Well-posedness of Hamilton-Jacobi equations with Caputo's time-fractional derivative
11:10-12:00Yoshitaro Tanaka (Hokkaido University)
Reaction-diffusion approximation to non-local evolution equation
14:00-14:50Naohisa Ogawa (Hokkaido University of Science)
Effective diffusion equation in a constrained system
15:10-16:00Kengo Terai (Waseda University)
Existence of positive solutions for an approximation of mean-field games with Neumann boundary conditions
16:10-17:00Masaki Ohnuma (Tokushima University)
A strong comparison principle of semicontinuous viscosity solutions for the prescribed mean curvature equation
18:00-Reception Party