[Conference] Geometric PDEs and Applications

The past years have witnessed cutting-edge applications of geometry-related partial differential equations in material sciences, image processing, control theory, optimal transport and many other fields. Motivated by these new challenges, novel techniques have been developed for solving various nonlinear PDEs and understanding their analytic and geometric properties. 

This conference aims to bring together top mathematicians who actively contribute to research on related topics including fully nonlinear equations, calculus of variations, convex analysis, shape analysis, asymptotic behavior, geometric functional inequalities and so on. It will provide an opportunity to broaden our knowledge on a large variety of subjects in analysis and geometry as well as many new applications.

Speakers:

Goro Akagi (Tohoku University)
Jiwoong Jang (University of Wisconsin, Madison)
Tianling Jin (Hong Kong University of Science and Technology)
Inwon Kim (University of California, Los Angeles)
Shuhei Kitano (Waseda University)
Olivier Ley (IRMAR, INSA-Rennes)
Adam Oberman (McGill University)
Norbert Pozar (Kanazawa University)
Julio Rossi (University of Buenos Aires)
Hung Tran (University of Wisconsin, Madison)
Shuntaro Tsubouchi (University of Tokyo)
Yifeng Yu (University of California, Irvine)
Erbol Zhanpeisov (Okinawa Institute of Science and Technology)

Organizers: Qing Liu (OIST), Hiroyoshi Mitake (University of Tokyo), Xiaodan Zhou (OIST)

Zoom registration:  Click here to get a Zoom link

Visit the conference website for more details.