Characterizations of efficient and weakly efficient points in nonconvex vector optimization
The authors derive a necessary and sufficient condition for weak efficiency and a sufficient criteria for efficiency of nonconvex nonsmooth vector optimization problems involving inequality constraints and a closed convex set constraint with C(T)-valued mappings in terms of the Clarke subdifferentials under suitable generalized convexity together with some special cases.
scientific article; zbMATH DE number 6419110
scientific article