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WELL-POSEDNESS AND SPACE-TIME REGULARITY OF SOLUTIONS TO THE LIQUID CRYSTAL EQUATIONS IN CRITICAL SPACE
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作者 congchong guo 《Annals of Applied Mathematics》 2016年第4期357-379,共23页
In this paper, we consider a hydrodynamic flow of nematic liquid crystal system. We prove the local well-posedness for the system in the critical Lebesgue space, and study the space-time regularity of the local solution.
关键词 space-time regularity liquid crystal system critical Sobolevspace
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