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On the rigidity of Landau solution for the steady Navier Stokes equations

Yi Zhou

Time:14:00-15:00, September 3 - 4 2026

Venue: E14-212, Yungu Campus


Speaker: Yi Zhou, Fudan University

Title: On the rigidity of Landau solution for the steady Navier Stokes equations

Abstract: We will first present our recent result about Liouville theorem for three dimensional incompressible steady Navier stokes equations. Then we will consider the so called Laudau solution, which is homogenous of degree -1 solution of the steady Navier Stokes equations. We prove rigidity of Landau solution by assuming its aymptotics is given at origin. Both results are proved by div curl Lemma in Hardy space.


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