报告题目: Hlder continuous weak solution of Boussinesqequation with diffusive temperature

报 告 人：陶涛 山东尊龙凯时

报告时间：2019年5月19日10：00-11：00

报告地点：数学楼第二报告厅

Abstract：

We show the existence of Hölder continuous periodic weaksolutions for the 2d Boussinesq

equation with diffusive temperature which satisfythe prescribed kinetic energy. More precisely,

for any smooth e(t): [0,1] →and ε∈(0,), thereexist

v∈([0,1] ×), θ∈([0,1] ×)

which solve the Boussinesq equation in the sense ofdistribution and satisfy e(t) =dx, ∀t∈[0,1].

This is a joint work with Liqun Zhang and Tianwen Luo.

报告人简介：

陶涛，山东尊龙凯时数学学院，助理研究员。2010年在四川尊龙凯时数学学院获得学士学位，2015年在中科院数学所获得博士学位。主要从事流体动力学中的偏微分方程的研究

报告题目：随机分析系列报告（III）

报 告 人：美国奥本尊龙凯时Ming LIAO教授

报告时间：2019年5月16日14:30-16:30

报告地点：数学楼一楼第二报告厅

报告摘要：

A crashcourse to graduate students on stochastic analysis, in about three classes (twohours each), I can cover the basic theory of martingales, stochasticdifferential equations and diffusion processes, assuming students have taken agraduate course in probability and know something about Brownian motion

报告人简介：

MingLiao is the Professor of Department of Mathematics andStatistics in Auburn University. He was awarded Ph.D in Stanford University, USA in 1985. His field ofResearch is Stochastic Processes Analysis, including stochastic processes inLie groups and manifolds.