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徐金菊学术报告
发表时间:2017-12-20 阅读次数:46次

题目:Neumann Problem for Mean Curvature Equations

报告人:徐金菊 (上海师范大学)

地点:宁静楼108室

时间:12月20日,星期三,上午10:00-11:00

ABSTRACT OF THE TALK

Dirichlet problems for the second order elliptic partial differential equations have been studied for many years and obtained many existence results in 1980s. But there has been little research on Neumann problem in the past thirty years. In this talk, we will especially introduce Neumann problem for mean curvature equations and give the existence Theorem of classical solutions of mean curvature equations. The key point is to prove the boundary gradient estimate. (This is a joint work with Prof. Xinan Ma.)

BIOGRAPHY

徐金菊, 博士毕业于中国科技大学,她的主要研究领域是非线性椭圆方程和几何分析, 文章发表在 Adv.Math. 等。

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