研讨班报告

学术报告:Refined boundary expansions of minimal surfaces in the hyperbolic space

发布时间:2015-05-11

 中科院国家数学与交叉科学中心

数学与物理交叉部

 

学术报告会

  

  目:Refined boundary expansions of minimal surfaces in the hyperbolic space

报告人: Prof. Qing Han (University of Norte Dame, USA)

 间:05.12 (星期二), 15:00--16:00

 点:数学院南楼N913室

 Abstract: The minimal surface equation in the hyperbolic space is given by a quasilinear elliptic equation, which is non-uniformly elliptic and becomes singular on the boundary. In this talk, we discuss a recent result of the optimal boundary expansions of minimal surfaces in the context of the finite regularity and the convergence of the expansions if the boundary is analytic.


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