BV and Nikol'skij spaces and applications to the Stefan problem
Summary: The aim of this note is to show some properties of BV and Nikol'skij spaces that to my knowledge are not present in the literature in their general form here presented; by this I mean the lack of separability, their being the dual of a separable space, the convergence and the weak-star compactness in \(L^\infty_{W^*}(0, T; N^\lambda(\Omega))\) and finally their applications to the well-known two-phase Stefan problem.
scientific article; zbMATH DE number 852038