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发表时间:2020-06-12 阅读次数:562次
报告题目: 杰出学者讲坛(五十):Heat kernel and gradient estimates for non degenerate Brownian SDEs with unbounded measurable drift
报 告 人:张希承 教授
报告人所在单位:武汉大学
报告日期:2020-06-12 星期五
报告时间:10:00-11:00
报告地点:腾讯会议ID:812 809 939
  
报告摘要:

We derive two sided heat kernel estimates for non degenerate operators in a H\"older continuous settings and pointwise controls on the derivatives up to order two. In particular, the drift terms we consider can be unbounded and the estimates reflect the transport of the initial condition by the unbounded drift through the regularizing flow. (This is a joint work with S. Menozzi and A. Pesce.)

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