报告题目：On the second boundary value problem for a class of fully nonlinear flows

报告人：黄荣里 副教授

主持人：鞠红杰

报告时间：2017年7月13日10：30-11：30

报告地点：主楼1214

报告摘要：

A class of fully nonlinear flows is considered with nonlinear Neumann type boundary condition. We can show that the convexity is preserved for solutions of the fully nonlinear parabolic equations and exhibit the long time existence and convergence of the flow. In particular, it shows that one can prescribe the boundary value problems for a family of minimal Lagrangian graphs in Euclidean and pseudo-Euclidean space.

报告人简介：

黄荣里，副教授，广西师范大学数学与统计学院，从事几何偏微分方程相关问题的研究，主持2项国家自然科学基金项目，多篇论文发表在Calc.Var.PDE、J.Funct.Anal、JDE、International J. Math、International Mathematics Research Notices、The Journal of Geometric Analysis等国际数学杂志，累计被引用40余次。