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Global well-posedness and a decay estimate for the critical dissipative quasi-geostrophic equation in the whole space

机译:全空间临界耗散准地转方程的全局适位性与衰减估计

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摘要

By adapting a method in with a suitable modification, we show that the critical dissipative quasi-geostrophic equations in R-2 has global well-posedness with arbitrary H-1 initial data. A decay in time estimate for homogeneous Sobolev norms of solutions is also discussed.
机译:通过对[ ]中的方法进行适当的修改,我们证明了R-2中的临界耗散准地转方程在任意H-1初始数据下具有全局适位性。还讨论了齐次Sobolev求解范数的时间衰减。

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