学术报告

报告人：浙江工业大学 陈传强 博士

主持人：王培合 教授

时 间：2016年3月31日（周四）16：00—17：00

地 点：数学院三楼报告厅

题 目： The interior $C^2$ estimate for Monge-Ampere equation in dimension two

       （2维梦日—安培方程的$C^2$内估计）

摘 要：The interior $C^2$ estimate for admissible solutions of $\sigma_2(D^2 u)=f>0$ is a longstanding and important problem. In this talk, we introduce a new auxiliary function, and establish a new proof of the interior $C^2$ estimate in dimension two, which was firstly proved by Heinz [J. Analyse Math., 1959]. This is a joint work with Fei Han and Qianzhong Ou.

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