Abstract
This paper is concerned with global well posedness and the existence of attractors for the three-dimensional viscous primitive equations, describing large-scale oceanic motion under random wind stress. We prove global well posedness of the primitive equations with white-noise boundary conditions. Moreover, by studying the asymptotic behavior of strong solutions, we obtain the existence of random attractors for the corresponding random dynamical system.
Citation
Boling Guo. Daiwen Huang. "On the primitive equations of large-scale ocean with random boundary." Differential Integral Equations 23 (3/4) 373 - 398, March/April 2010. https://doi.org/10.57262/die/1356019323
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