Ujjwal KoleyTIFR-Centre for Applicable Mathematics, Bangalore
Le 11 juil. 2024
Titre : Holder continuous solutions to inhomogeneous incompressible Euler flows
Résumé :
In this talk, we shall discuss about the construction of global-in-time Holder continuous weak solutions to density dependent incompressible Euler equations in three-dimensional periodic domain. The proof is based on convex integration techniques using Mikado flows as building blocks. As a main novelty with respect to the related literature, our result produces Holder continuous density.
