Global Well-Posedness for the Compressible Euler-Korteweg Equations with Damping In L2-Lp Critical Besov Space And Relaxation Limit: Global well-posedness for the compressible Euler-Korteweg equations with damping in \(L^2\)-\(L^p\) critical Besov space and relaxation limit

Authors: Zhang, Jianzhong, Cao, Hongmei

Subject Terms: \(L^2\)-\(L^p\) critical Besov spaces, Navier-Stokes equations, Euler-Korteweg equations with damping, Existence, uniqueness, and regularity theory for incompressible viscous fluids, global well-posedness, relaxation limit

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