SMS scnews item created by Sanjana Bhardwaj at Sat 6 May 2023 1141
Type: Seminar
Modified: Mon 8 May 2023 0942
Distribution: World
Expiry: 15 May 2023
Calendar1: 15 May 2023 1500-1600
CalLoc1: Zoom webinar
CalTitle1: Classifications of solutions to some nonlinear PDEs of elliptic type and their applications
Auth: sanjana@120.17.29.65 (sbha9594) in SMS-SAML

Asia-Pacific Analysis and PDE Seminar

Classifications of solutions to some nonlinear PDEs of elliptic type and their applications

Congming Li

Dear friends and colleagues,   
on Monday, 15 May 2023 at
  • 1:00 PM for Beijing, Hong Kong and Perth
    • 02:00 PM for Seoul and Tokyo
  03:00 PM for Canberra, Melbourne and Sydney
05:00 PM for Auckland

Chair Professor Congming Li is giving a talk in our Asia-Pacific Analysis and  PDE Seminar on   

Classifications of solutions to some nonlinear PDEs of elliptic type and their applications

Abstract:

We present some works on various types of maximum principles, Liouville type theorems, classification of solutions. These are interesting problems in PDE analysis with many applications. We give a brief introduction on the problems, the related methods, and some results with applications. We focus on Hardy-Littlewood-Sobolev system and curvatures related geometric equations as examples to illustrate the ideas, methods and possible applications.

Chair: Zhouping Xin (Professor @ The Chinese University of Hong Kong, Hong-Kong)

More information and how to attend this talk can be found at the seminar webpage

Sanjana
On behalf of Daniel H. and Ben

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Webinar Speaker

Congming-Li
Chair Professor @ School of Mathematical Sciences and CMA-Shanghai, Shanghai Jiaotong University in China

Professor Li received his PhD. In 1989 from the Courant Institute, New York University, where he studied under the supervision of Professor Louis Nirenberg. He is Chair Professor of Shanghai Jiaotong University, member of the Eighth Disciplinary Review Group of the State Council, and fellow of the American Mathematical Society. In the analysis of geometry and partial differential equations, he studied with his collaborators: the stability of the solution of the three-dimensional Navier-Stokes equation, the symmetry and classification of the solution of some curvature equations, the prior estimation of the solution of the curvature equation with changing sign, and the moving plane in the integral form law. He has publications in the Annals of Mathematics, Invent. Math, CPAM, PNAS and other prestigious academic journals.