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Abstract: The hard phase model is an idealized model for a relativistic fluid where the sound speed approaches the speed of light. In this talk I will first review some results on the well-posedness for the free boundary problem of this model, then I will present our recent work on dynamical stability and instability for a family of steady states to this problem.
Bio: Shuang Miao obtained his PhD at the Academy of Mathematics and Systems Sciences, Chinese Academy of Sciences. He is now a professor at Wuhan University. His research focuses on mathematical theory of nonlinear hyperbolic PDEs.
