学术报告

Asymptotic Analysis for Yamabe Equations

阅读次数:851

题目:Asymptotic Analysis for Yamabe Equations
报告人:韩青 教授 (美国Notre Dame大学、北京大学)
时间:2019年1月11日16:00-17:00
地点:致远楼101室
Abstract: The Yamabe equation is an important class of equations in the geometric analysis and nonlinear elliptic equations. It arises from the conformal geometry and describes the scalar curvatures of the conformal metrics. In this talk, we study asymptotic behaviors of solutions of the Yamabe equation with isolated singularities and discuss some important results by Caffarelli, Schoen, Spruck, Korevaar, Mazzeo and Pacard. We will also present some recent results that solutions near isolated singularities are well approximated by series that decay at discreet orders.

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