Mean field limit of interacting filaments for 3D Euler equations
    Speaker: 
  
  
  
      Hakima Bessaih, University of Wyoming  
Date and Time: 
Monday, November 2, 2020 - 2:00pm to 2:45pm
Location: 
Online
Abstract: 
The 3D Euler equations, precisely local smooth solutions of class $H^s$ with $s>5/2$ are obtained as a mean field limit of finite families of interacting curves, the so called vortex filaments, described by means of the concept of $1$-currents.

