L. Berselli (Pisa) :
Attractors for the 2D Euler equations
Time and place
Tuesday, 23.4.13, 14:15-15:15, Raum 226, Hermann-Herder-Str. 10
Abstract
The problem of existence of global attractors\nfor the 2D Euler equations with inviscid dissipation is studied.\nIn particular, the critical role of the transport of the vorticity is \nemphasized,\nwith the choice of the relevant topologies, to have uniform estimates for\narbitrary positive times.