Printable PDF
Department of Mathematics,
Department of Mathematics,
University of California San Diego
****************************
Math 258 - Differential Geometry
Xian Ren
China University of Mining and Technology/UCSD
Differential Harnack Estimates for Heat Equation on Manifolds
Abstract:
Differential Harnack estimates, also called Li-Yau-Hamilton estimates, play an important part in geometric analysis, especially geometric flows. Firstly, I will review the developments of differential Harnack estimates. Then I will talk about the Constrained matrix differential Harnack estimates for the heat equation on Kaehler Manifolds.
Organizer: Lei Ni
October 5, 2016
3:00 PM
AP&M 7321
****************************
