题目: Global Existence For Energy Critical Waves in 3-D Domains

报告时间： 5月12日下午: 2:00--5:00 (星期三)

报告时间： 5月14日下午: 2:00--5:00 (星期五)

报告人：　中物院研究生部, 杨建伟

文章摘要：In this article ,the authors prove that the defocusing quintic wave equation, with Dirichlet boundaryconditions, is globally well posed on H^1_0 (Omega) × L^2(Omega) for any smooth (compact) domain in R^3. The main ingredient in the proof is an L^5 spectral projector estimate, obtained recently by Smith and Sogge ，combined with a precise study of the boundary value problem.