Generalized sequential normal compactness in Banach spaces
This article deals with the concept of generalized sequential normal compactness which was introduced by the first author in 2004 under the name of mixed sequential normal compactness. The authors study some connections between this property and other relevant notions that stem from the epi-Lipschitz property. The basic rules of subdifferential calculus are given on assuming generalized sequential normal compactness.
scientific article; zbMATH DE number 6132814