Fourier analysis on hyperbolic spaces and sharp geometric inequalities
报告人：Guozhen Lu 【University of Connecticut】
时 间：2018-07-04 15:30-16:30
Professor of University of Connecticut
Geometric inequalities have important applications in modern analysis, differential geometry and partial differential equations. In this talk, we will report some works on sharp Hardy-Sobolev-Mazya inequalities and their borderline case Hardy-Trudinger -Moser and Hardy-Adams inequalities. Fourier analysis on hyperbolic spaces play an important role in establishing these inequalities.
These are joint work with Jungang Li, and Qiaohua Yang.