New Estimates for Navier-Stokes and the Inviscid Limit Problem

Explore advanced mathematical concepts in this lecture focusing on new estimates for the 3D incompressible Navier-Stokes equation and the inviscid limit problem. Delve into a priori interior and boundary trace estimates, examining their role in extending current understanding of higher derivative estimates in mixed norm. Learn about applications in the inviscid limit problem, covering both characteristic and noncharacteristic boundary conditions, with detailed analysis of layer separation and energy dissipation in the zero viscosity limit. Presented by Jincheng Yang from the Institute for Advanced Study, this collaborative work with Alexis Vasseur, Vincent Martinez, and Anna Mazzucato offers valuable insights into Analysis and Mathematical Physics.