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On stochastic 2D Euler equation| old_uid | 11075 |
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| title | On stochastic 2D Euler equation |
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| start_date | 2012/03/16 |
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| schedule | 11h |
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| online | no |
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| summary | We consider the 2D Euler equation in a bounded domain driven by a multiplicative noise. We prove the existence of martingale solutions in the space of finite energy and finite enstrophy. The method used is an approximation of the Euler equation by a modified Navier-Stokes one combined with a martingale representation theorem. A uniqueness result is proved when the noise is additive. |
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| responsibles | Bardet, Cottrell |
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