Oblique Derivative Problems for Augmented Hessian Equations
主 题: Oblique Derivative Problems for Augmented Hessian Equations
报告人: Feida Jiang (Tsinghua)
时 间: 2016-03-08 10:10 - 2016-03-08 12:00
地 点: Room 29, Quan Zhai, BICMR
Abstract: In this seminar, we will talk about the oblique derivative problems for augmented Hessian equations in Euclidean space. These equations have applications in geometry, optics, and optimal transport. Existence theorems for the classical solutions of the oblique derivative problems in bounded domains will be presented. The global apriori second derivative estimates, as well as the global gradient estimates, will be discussed in detail for the Neumann problem.