北师大线上偏微分方程报告：
Kinetic Fokker-Planck equations with rough coefficients
报告人：朱聿哲，法国巴黎高师
时间：2021年9月9、16、23日 19：00—20：30
邀请人：熊金钢
摘要：The purpose of this lecture series is to show the theories of well-posedness and Hölder regularity for weak solutions to the kinetic Fokker-Planck equation with rough coefficients. This equation consists of a kinetic transport operator and a second-order elliptic operator with respect to the velocity variable with bounded measurable coefficients, which is highly degenerate but formally has a hypoelliptic structure. We will explain how such degenerate equation is derived from uniformly parabolic equations, and how the hypoelliptic regularity is established by combining the velocity averaging lemma and the elliptic De Giorgi-Nash-Moser theory.
腾讯会议ID：966 4250 1506
Link：https://meeting.tencent.com/dm/sleCJv3egJ1u?rs=25
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