On convex total bounded sets in the space of measurable functions
Summary: We estimate the measure of nonconvex total boundedness in terms of simpler quantitative characteristics in the space of measurable functions \(L_0\). A Fréchet-Smulian type compactness criterion for convexly totally bounded subsets of \(L_0\) is established.
scientific article; zbMATH DE number 5997924
scientific article