This paper deals with robust ε ε-quasi Pareto efficient solutions of an uncertain semi-infinite
multiobjective optimization problem. By using robust optimization and a modified ε ε …

In this paper, we deal with robust approximate quasi optimal solutions for a class of
nonlinear semi-infinite programming with data uncertainty (USIP) in both the objective and …

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 …

Under the fulfilment of the limiting constraint qualification, a necessary condition for a quasi
ϵ ϵ-solution to a semi-infinite programming problem (SIP) by means of employing some …

This paper deals with approximate solutions of a nonsmooth semi-infinite programming with
multiple interval-valued objective functions. We first introduce four types of approximate …

This article aims to study the Hadamard well-posedness for a set optimization problem with
an infinite number of constraints, where Kuroiwa's lower set less relation is used to compare …

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 …

We take up a nonsmooth multiobjective optimization problem with tangentially convex
objective and constraint functions. In employing a suitable constraint qualification, we …

This paper focuses on the study of optimality conditions and mixed type duality for a class of
multiple objective optimization problems with an infinite number of constraints, denoted by …