Optimality results for nondifferentiable multiobjective fractional programming problems under E-B-invexity

Abstract

In this article, we study nonconvex multiobjective fractional programming problems involving E-differentiable functions (MFP${}_E$). We establish the E-Karush–Kuhn–Tucker (E-KKT) sufficient E-optimality conditions for nonsmooth vector optimization problems under the assumption of E-B-invexity. To demonstrate the validity of the derived results, we provide an example where the involved functions exhibit E-B-invexity.