Mon, 06 May 2024
16:30
L4

On Galerkin approximations of the 2D Euler equations

Luigi Berselli
(University of Pisa)
Abstract

We study fully discrete approximation of the 2D Euler equations for ideal homogeneous fluids. We focus on spectral methods and  discuss rates of convergence of velocity and vorticity under different assumptions on the smoothness of the data.

Multilevel path branching for digital options
Giles, M Haji-Ali, A Annals of Applied Probability
A fluid-solid coupled heat transfer methodology as applied to rotating cavities
Hickling, T
Supersymmetric AdS$_{5}$ solutions of type IIB supergravity without D3 branes
Couzens, C (16 Sep 2016)
Subscribe to