导航
学术报告|
当前位置:首页  科研  学术报告
报告题目: Bismut formula for intrinsic derivative of distribution dependent SDEs
报 告 人: 王凤雨 教授
报告人所在单位: 天津大学
报告日期: 2021-09-28
报告时间: 8:30--9:30
报告地点: 腾讯会议账号:264 360 366,密码:200433
   
报告摘要:
Regularity estimates and Bismut formula of $L^k$ ($k\ge 1$) intrinsic-Lions derivative are presented for singular McKean-Vlasov SDEs, where the noise coefficient belongs to a local Sobolev space,and the drift contains a locally integrable time-space term as well as a time-space-distribution term Lipschitz continuous in the space and distribution variables. The results are new also for classical SDEs. 

9.28海报.pdf

   
本年度学院报告总序号: 231

Copyright © |2012 复旦大学数学科学学院版权所有 沪ICP备042465