Parabolic Anderson model with a fractional Gaussian noise

发布时间:2018-06-21发布部门:理学院

主题:   Parabolic Anderson model with a fractional Gaussian noise主讲人:   陈夏地点:   松江校区2号学院楼331理学院报告厅时间:   2018-06-30 15:00:00组织单位:   理学院数学系

主讲人简介:陈夏,博士,美国田纳西大学教授、国家千人计划特聘教授、吉林大学特聘教授、博士生导师。

内容摘要:This paper concerns the parabolic Anderson equation generated by a (d + 1)-dimensional fractional noise with the Hurst parameter H = (H0, H1, … , Hd) with special interest in the setting that some of H0, … , Hd are less than half. In a speaker’s recentwork, the case of the spatial roughness has been investigated. To put the last piece of the puzzle in place, this work investigates the case when H0 < 1/2with the concern on solvability, Feynman-Kac’s moment formula and intermittency of the system.

报告主持:闫理坦 教授

视频:   摄影: 撰写:闫理坦  信息员:唐晓亮  编辑:段然

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