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Title of Journal: Sci China Ser AMath

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Abbravation: Science in China Series A: Mathematics

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SP Science in China Press

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10.1007/s11053-013-9214-8

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1862-2763

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Global solutions of stochastic 2D NavierStokes eq

Authors: Zhao Dong YinChao Xie
Publish Date: 2009/07/05
Volume: 52, Issue: 7, Pages: 1497-1524
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Abstract

In this paper we prove the global existence and uniqueness of the strong and weak solutions for 2D NavierStokes equations on the torus mathbbT2 perturbed by a Lévy process The existence of invariant measure of the solutions are proved alsoThis work was supported by National Basic Research Program of China Grant No 2006CB8059000 Science Fund for Creative Research Groups Grant No 10721101 National Natural Science Foundation of China Grant Nos 10671197 10671168 Science Foundation of Jiangsu Province Grant Nos BK2006032 06A038 07333 and Key Lab of Random Complex Structures and Data Science Chinese Academy of Sciences

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  9. Conformal mappings and CR mappings on the Engel group
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