Séminaire Modélisation, Optimisation, Dynamique
Near Convexity and Generalized Differentiation
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Europe/Paris
XLIM1 (XLIM)
XLIM1
XLIM
FST-Université de Limoges
123 Av. Albert Thomas, 87000 Limoges
Description
In this paper, we introduce the concept of nearly convex set-valued mappings and investigate fundamental properties of these mappings. Additionally, we establish a geometric approach for generalized differentiation of nearly convex set-valued mappings and nearly convex functions. Our contributions expand the current knowledge of nearly convex sets and functions, while providing several new results involving nearly convex set-valued mappings