Geometric Analysis Seminar: Zhu -- The Dual Brunn-Minkowski Theory for Completed Convex Sets in a Cone

Speaker: Professor Baocheng Zhu, Shaanxi Normal University (visiting SMRI)

Time: 12NOON--1PM, Wednesday, 28 Feb. 2024

Venue: Carslaw 705

Title: The Dual Brunn-Minkowski Theory for Completed Convex Sets in a Cone

Abstract: In this talk, we will discuss the dual Brunn-Minkowski theory for unbounded 
closed convex sets in C, where C is a pointed closed convex cone with nonempty interior 
in n-dimensional Euclidean space. In particular, we introduce the q-th dual curvature 
measures for a class of unbounded closed convex sets, and propose the corresponding 
dual Minkowski problem. We will also talk about the solutions to this problem.

Please join us for lunch afterwards.