报告人：邱崇博士（淮阴工学院数理学院）

时间：2021年 6月26日晚上7点-8点。

地点：维格堂304

摘要：In this talk, we study the maximization and minimization problems related to a   boundary value problem involving a p-Laplacian type operator. These optimization problems are formulated relative to the rearrangement of a fixed function. Firstly, by introducing a truncated function and using   Clarkson's inequality, we establish the existence and uniqueness of the solution of the boundary value problem involving a p-Laplacian type operator, and then, we show that both optimization problems are solvable under some suitable assumptions. Furthermore, we show that the solution of the minimization problem is unique and has some symmetric property if the domain considered   is a ball.

邀请人：周育英