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Mini-Courses on Stationary Navier-Stokes Equations
发布时间: 2018-12-13     11:01   【返回上一页】 发布人:李岩岩


Mini-Courses on Stationary Navier-Stokes Equations 

 

 

组织人:李岩岩教授

  

报告人:杨卓仑 (Rutgers 大学)

Time: Dec 17 to 20, 10:00am12:00pm, Dec 21, 8:20am10:20am

Venue: Dec 17,18,20, 21 at 1129, Dec 19 at 1224

Title: Existence of regular solutions to the stationary Navier-Stokes equation

Abstract: Every weak solution to the stationary Navier-Stokes equation is known to be regular in dimension $n\le 4$. This statement is still open for $n\ge 5$. In a series of papers, J. Frehse and M. Ruzicka proved the existence of a regular solution in $n=5, 6$ for 0-boundary case, and $5\le n \le 15$ for periodic boundary case. In this talk, I will present their proof, and some improvements made by T. Tsai.

  

报告人:熊金钢(北京师范大学)

Time: Dec 17--21, 1:30pm3:30pm

Venue: Dec 17,19,20, 21 at 1129, Dec 18 at 1124.

Title: Asymptotic properties of D-solutions of stationary Navier-Stokes equations in the plane

Abstract: I will present two classical papers of Gilbarg-Weinberger in 1974 & 1978 on Leray's problem of stationary Navier-Stokes flow past a body in 2D. Towards the end, I will mention some recent progress on the problem and explain the ideas without giving detailed proofs.