In this paper, we deal with nonsmooth robust semi-infinite multiobjective optimization
problems. Both necessary and sufficient optimality conditions are established. We also …

On optimality conditions and duality theorems for approximate solutions of nonsmooth infinite
optimization problems | SpringerLink Skip to main content Advertisement SpringerLink Log in …

This paper is concerned with an ε-quasi-weakly solution for a semi-infinite vector
optimization problem with data uncertainty in constraints by using the Clarke subdifferential …

In this paper, we will introduce some new results on ε-quasi optimality conditions/ε-quasi
duality theorems/ε-quasi saddle point theorems in nondifferentiable multiobjective …

In this paper, we use the Mordukhovich/limiting subdifferential to establish approximate
optimality conditions/approximate duality theorems/approximate saddle point theorems for …

This article is devoted to studying a nonsmooth semi-infinite multiobjective optimization
problem (SIMP) in terms of the Mordukhovich/limiting subdifferentials. We first establish …

In this paper, we investigate optimality conditions and duality for ε-quasi efficient solutions of
the fractional infinite multiobjective optimization problems with locally Lipschitz data. The …

In this paper, we exploit necessary/sufficient optimality conditions for ε-quasi positively
properly efficient solutions of the semi-infinite multiobjective optimization problems with data …

In this paper, we establish optimality conditions and duality theorems for a robust ε-quasi
solution of a nonsmooth semi-infinite programming problem with data uncertainty in both the …