Existence and uniqueness of Koch-Tataru solutions are proved for the active nematic liquid crystal equations with small data in L^∞ × BMO^{-1}.
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Koch-Tataru theorem for 3D incompressible active nematic liquid crystals
Existence and uniqueness of Koch-Tataru solutions are proved for the active nematic liquid crystal equations with small data in L^∞ × BMO^{-1}.