By Theodore Drivas and Gregory Eyink

We study in the inviscid limit the global energy dissipation of Leray solutions of incompressible Navier-Stokes on the torus *{\mathbb T}^d*, assuming that the solutions have norms for Besov space *B^{\sigma,\infty}_3({\mathbb T}^d),* *\sigma\in (0,1],* that are bounded in the *L^3*-sense in time, uniformly in viscosity. We establish an upper bound... Show more

August 29, 2018

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An Onsager Singularity Theorem for Leray Solutions of Incompressible Navier-Stokes

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