2020 Mini-Symposium
Partial Differential Equations under Various Metrics
様々な距離空間上の偏微分方程式
December 8- December 11, 2020 (Zoom Meeting)
Registration Schedule Speakers Talks
Recently partial differential equations in general metric spaces have attracted enormous attention of researchers in the world. The past years have witnessed many studies connecting PDEs on metric spaces or analysis in various function spaces to applications in statistic mechanics, mean field games, optimal control, fluid mechanics, transport flow, image processing and other related areas.
This mini-symposium is intended to demonstrate the importance of nonlinear partial differential equations and functional analysis in a general geometric setting. The aim is to bring together a number of top class mathematicians working in this area. We will discuss various advanced topics with emphasis on Hamilton-Jacobi equations, elliptic or parabolic equations as well as functional analysis in various metric spaces. We also expect to study such kind of problems in more specific metric spaces such as Riemannian and sub-Riemannian manifolds.
This mini-symposium is intended to demonstrate the importance of nonlinear partial differential equations and functional analysis in a general geometric setting. The aim is to bring together a number of top class mathematicians working in this area. We will discuss various advanced topics with emphasis on Hamilton-Jacobi equations, elliptic or parabolic equations as well as functional analysis in various metric spaces. We also expect to study such kind of problems in more specific metric spaces such as Riemannian and sub-Riemannian manifolds.
Organizers:
Yoshikazu Giga The University of Tokyo
Qing Liu Fukuoka University
Xiaodan Zhou OIST
Coordinator:
Chiyo Eto
This mini-symposium is sponsord and supported by OIST workshop section. Special thanks to Ms. Yana Maneva, Ms. Hitomi Miyazato, Ms. Maho Moriyama and Ms. Tomomi Nishi.