Global regularity v.s. finite time blowup for compressible Euler equations
报 告 人:: 潘荣华
报告地点:: 数统楼6楼大应用数学实验室
报告时间:: 2017年07月28日星期五16:30-17:30

As one of the oldest nonlinear PDE systems, the compressible Euler equations has been studied by many outstanding mathematicians. However, some basic questions, such as the global existence of classical solution v.s. finite time blowup, are still open even in one space dimension. In this lecture, we will report our recent progress in this direction, including a complete understanding on isentropic flows, and a refreshed understanding on general adiabatic flows. This lecture is based on joint works with H. Cai, G. Chen, S. Zhu, and Y. Zhu.

发 布 人:科研助理 发布时间: 2017-07-12