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On the inviscid limit for stochastic Navier-Stokes equations

GFM seminar
IIIUL, B1-01
2013-02-01 14:30 .. 15:30
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Iván Torrecilla Tarantino (GFMUL)

We shall prove that the sequence of solutions $\{u^\nu\}_{0<\nu\leq\nu_0}$ to some stochastic Navier-Stokes equation with additive noise possesses a converging subsequence to a solution of the corresponding stochastic Euler equation, with the same initial velocity and additive noise, as viscosity goes to zero.
This is a joint work with Fernanda Cipriano.
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