Yuri Cacchiò

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20232026

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math.AP2023

Well-Posedness and regularity properties of 2d $β$ -plane stochastic Navier-Stokes equations in a periodic channel

Yuri Cacchio', Amirali Hannani, Gigliola Staffilani

We consider the 2d $β$ -plane stochastic Navier-Stokes equations in a periodic channel. We prove the well-posedness and existence of the stationary measure, as well as certain regul…

math.AP2023

Global Well-Posedness for Eddy-Mean Vorticity Equations on $T^{2}$

Yuri Cacchió

We consider the two-dimensional, $β$ -plane, vorticity equations for an incompressible flow, where the zonally averaged flow varies on scales much larger than the perturbation. We p…

Well-Posedness and regularity properties of 2d β-plane stochastic Navier-Stokes equations in a periodic channel

Global Well-Posedness for Eddy-Mean Vorticity Equations on T2

Well-Posedness and regularity properties of 2d $β$ -plane stochastic Navier-Stokes equations in a periodic channel

Global Well-Posedness for Eddy-Mean Vorticity Equations on $T^{2}$