2000•Or TransactionsRequires access
The Cone-Subdifferential Stability for Perturbed Optimizations of Sed-Valued Maps in Banach Space
Hu Yuda, Shanlin Li
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Abstract
The cone-subdifferential stability for perturbed vector optimization of set-valued maps in Banach space is studied in this paper. Under condition that the objective and consraint maps are semi-continuous and cone-convex, the stability of cone-efficient point set and cone-weakly efficient point set are obtained in the context of cone-subdifferential, respectively.