Global regularity and sharp decay estimates for Vlasov type equations
来源：数学科学学院
发布时间：2019-03-04
796
题目：Global regularity and sharp decay estimates for Vlasov type equations
报告人：王学成(清华大学)
时间：2019年3月13日 （星期三）上午9：00-11：00
地点：工商楼200-9
摘要：In plasma physics, the evolution of a sufficiently diluted ionized gas or solar wind under the effect of the electromagnetic forces created by particles themselves can be described by the Vlasov-Maxwell system. Under the assumption that there is no magnetic field, we can derive a simplified model, the Vlasov-Poisson system, which is also widely studied in literature.
In this talk, we will mainly discuss the propagation of regularity and the decay estimates of the small data solution for both systems. In particular, no compact support assumptions are imposed to obtain the global solution.
联系人：王成波老师（wangcbo@zju.edu.cn)
报告人：王学成(清华大学)
时间：2019年3月13日 （星期三）上午9：00-11：00
地点：工商楼200-9
摘要：In plasma physics, the evolution of a sufficiently diluted ionized gas or solar wind under the effect of the electromagnetic forces created by particles themselves can be described by the Vlasov-Maxwell system. Under the assumption that there is no magnetic field, we can derive a simplified model, the Vlasov-Poisson system, which is also widely studied in literature.
In this talk, we will mainly discuss the propagation of regularity and the decay estimates of the small data solution for both systems. In particular, no compact support assumptions are imposed to obtain the global solution.
联系人：王成波老师（wangcbo@zju.edu.cn)