报告人：刘双乾教授（暨南大学）

报告一

报告题目：L^2 -L^6-L^1 method in kinetic theory（I）

报告摘要：Recently, there are great achievements in the mathematical study of the Boltzmann e-

quation in bounded domains. In this lecture, I will present some new results and approaches

for the Boltzmann equation with various physical boundary conditions.

报告时间及地点：2017年9月12日11：00-12：00科技楼南702

报告二

报告题目：L^2 -L^6-L^1 method in kinetic theory（II）

报告摘要：We will show a brief presentation of the recent results in the study of the initial boundary value problems for the Boltzmann equation, including the hydrodynamic limits of the

Boltzmann equation in bounded domains. and the robust L2-L6-L1 method and its extensive applications in kinetic theory.

报告时间及地点：2017年9月12日15：00-16：00科技楼南702

报告人简介: 刘双乾：教授，暨南大学数学系，2009年博士毕业于武汉大学，主要研究方向为动理学方程及相关模型的数学理论。近五年先后在Archive for Rational Mechanics and Analysis、Communications in Mathematical Physics、SIAM Journal on Mathematical Analysis、Journal of Functioal Analysis、Journal of Differential Equations、 Mathematical Models and Methods in Applied Sciences等国际主流数学杂志发表论文20余篇。