Global Existence for Quadratic Systems of Reaction-Diffusion
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A Priori
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AbstractWe prove global existence in time of weak solutions to a class of quadratic reaction-diffusion systems for which a Lyapounov structure of L log L-entropy type holds. The approach relies on an a priori dimension-independent L
Global-in-time behavior of weak solutions to reaction–diffusion systems with inhomogeneous Dirichlet boundary condition