On the convergence of the regularized entropy-based moment method for kinetic equations (Q2681257)

This article is concerned with the convergence of the regularized entropy-based moment method for kinetic equations. The authors prove such a convergence by using the method of relative entropy and under the assumptions that the velocity domain is bounded and that the original moment solution is Lipschitz continuous in space and bounded away from the boundary of realizability. Convergence rates are also obtained.