The authors establish interesting results concerning the Ulam-Hyers-type stability of K-convex set-valued functions and the characterization of K-convex set-valued functions, where K is a convex cone in a real topological vector space. The main results are given by Theorem 1 and Corollary 1. These represent contributions to this field of convex analysis, founded by D. H. Hyers and S. M. Ulam.
Some results on stability and on characterization of K-convexity of set-valued functions
CARDINALI, Tiziana;
1993
Abstract
The authors establish interesting results concerning the Ulam-Hyers-type stability of K-convex set-valued functions and the characterization of K-convex set-valued functions, where K is a convex cone in a real topological vector space. The main results are given by Theorem 1 and Corollary 1. These represent contributions to this field of convex analysis, founded by D. H. Hyers and S. M. Ulam.File in questo prodotto:
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