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Stability in Set Optimization Problems by ali.malla213 is a document available to read on EtoBox.

This document investigates the asymptotic behavior of minimization problems in set optimization, focusing on the convergence of minimizers from a sequence of problems to a limit problem. The authors introduce concepts such as Pareto, relative, and strong minimizers, and discuss the stability of these minimizers under different convergence notions, specifically Painlevé-Kuratowski-like convergence and 𝜖-convergence. The study highlights the growing interest in set optimization due to its applications in vari

Author
ali.malla213
Language
EN