An almost sure energy inequality for Markov solutions to the 3D Navier-Stokes equations
Abstract
Description
We prove existence of weak martingale solutions satisfying an almost sure version of the energy inequality and which constitute a (almost sure) Markov process.
Submitted for the proceedings of the conference "Stochastic partial differential equations and applications VIII"
Submitted for the proceedings of the conference "Stochastic partial differential equations and applications VIII"