Relaxation approximation of Friedrich's systems under convex constraints
arXiv:1505.07957 · doi:10.3934/S0033-569X-2015-01376-8
Abstract
This paper is devoted to present an approximation of a Cauchy problem for Friedrichs' systems under convex constraints. It is proved the strong convergence in L^2\_{loc} of a parabolic-relaxed approximation towards the unique constrained solution.