M. Echchaabaoui, M. Laghdir, Pareto approximate subdifferential composition rule for cone-convex set-valued mappings and Its applications

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DOI: 10.23952/asvao.8.2026.2.03
Volume 8, Issue 2, 1 August 2026, Pages 167-177

Abstract. In this paper, we develop a composition rule for the Pareto approximate subdifferential of the convex set-valued mapping F+G $\circ$ H, where F, G, and H are convex set-valued mappings with G being nondecreasing. Necessary optimality conditions for constrained convex set-valued optimization problems are considered as an application.

How to Cite this Article:
M. Echchaabaoui, M. Laghdir, Pareto approximate subdifferential composition rule for cone-convex set-valued mappings and Its applications, Appl. Set-Valued Anal. Optim. 8 (2026), 167-177.