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Geometry of turbulent dissipation and the Navier-Stokes regularity problem

Zoran Grujic
(University of Virginia)
Analysis / Geometry Seminar
Wednesday, 9 January, 2019, at 14:15-15:15, in Aud. G1 (1532-116)
Abstract:
The goal of this lecture is to present a mathematical framework based on the suitably defined scale of sparseness of the super-level sets of the positive and negative parts of the vorticity components leading to the first scaling reduction of the super-criticality of the Navier-Stokes regularity problem since the fundamental (independent) works of Ladyzhenskaya, Prodi and Serrin, as well as Kato and Fujita, in 1960s.
Contact person: erik skibsted