Presentation Name: Minkowski problems in integral and convex geometry
Presenter: 周家足 教授
Date: 2021-03-16
Location: 光华东主楼1801
Abstract:
The Minkowski problem in differential geometry asked for necessary and sufficient conditions such that a positive smooth function on the sphere is the Gauss curvature of a convex hypersurface.  The Minkowski problem in differential geometry has been solved by Nirenberg, Pogorelov,  Cheng-Yau and others.We will introduce the Minkowski problems from the view point of integral and convex geometry that are inspired by Lutwak-Yang-Zhang in recent decades.

海报

Annual Speech Directory: No.39

220 Handan Rd., Yangpu District, Shanghai ( 200433 )| Operator:+86 21 65642222

Copyright © 2016 FUDAN University. All Rights Reserved