Nicola de Nitti–Optimal Regularity for the 2D Euler Equations in the Yudovich class


Date/Horaire

8 novembre 2024    
15h00 - 16h00

Type d’évènement

Lieu

LmB, salle 316Bbis
UFR Sciences et techniques (bâtiment Métrologie), 16 route de Gray, Besançon, 25030

We analyze the optimal regularity that is exactly propagated by a transport equation driven by a velocity field with BMO gradient. As an application, we study the 2D Euler equations in case the initial vorticity is bounded. This talk is based on a joint work with David Meyer and Christian Seis.