报告题目：A study of backward stochastic differential equation on a Riemannian manifold

主讲人：叶文杰

报告时间：2020年12月17日 14:30-15:30

摘要：Suppose N is a compact Riemannian manifold, in this report we will introduce the definition of N-valued BSDE and L^2(T^m;N)-valued BSDE for which the solutions are not necessarily staying in only one local coordinate. Moreover, the global existence of a solution to L^2(T^m;N)-valued BSDE will be proved without any convexity condition on N.

主讲人简介：叶文杰，山东大学硕士研究生毕业，现为上海交通大学博士四年级研究生，主要研究流形上的倒向随机微分方程以及随机微分方程理论。

腾讯会议ID：551 649 367

会议密码：654321

腾讯会议地址：https://meeting.tencent.com/s/RMTr597MXDLI

邀请人：于志勇教授