题目：Loewner-Nirenberg problem in singular domains 

报告人：Qing Han， University of Notre Dame

时间：2016年1月13日（周三） 15:00-16:00

地点：管理科研楼1518

摘要: We study the asymptotic behaviors of solutions of the Loewner

Nirenberg problem in singular domains and prove that the solutions are 

well approximated by the corresponding solutions in tangent cones at singular

points on the boundary. The conformal structure of the underlying equation plays

an essential role in the derivation of the optimal estimates.