In this paper we suggest an approach to regularity in vector optimization; some necessary or sufficient regularity conditions are given for a wide class of nondifferentiable vector optimization problems which embraces the convex ones
Vector optimization is continuously needed in several science fields, particularly in economy, busin...
Abstract. In this paper, we prove the equivalence among the Minty vector variational-like inequality...
This paper deals with the relations between vector variational inequality problems and nonsmooth vec...
By exploiting very recent results concerning linear separation between a set and a convex cone, the ...
This work is concerned with differentiable constrained vector optimization problems. It focus on the...
In vector optimization problems several notions of proper efficiency have been proposed, in order to...
Non smooth functions, Limiting subdifferential, Pseudoinvex functions, Vector variational-like inequ...
We establish necessary and sufficient dual conditions for weak and proper minimality of infinite dim...
This paper deals with vector optimization problems having a vector valued objective function and thr...
In this paper, vector continuous-time programming problems with inequality type of constraints are c...
We propose a unifying approach in deriving constraint qualifications and theorem of the alternative....
This book investigates several duality approaches for vector optimization problems, while also compa...
We study a notion of well-posedness in vector optimization through the behaviour of minimizing sequ...
The paper is devoted to the existence of global optimal solutions for a general class of nonsmooth p...
In this paper, a new sufficient condition is given in order a vector variational inequality is well...
Vector optimization is continuously needed in several science fields, particularly in economy, busin...
Abstract. In this paper, we prove the equivalence among the Minty vector variational-like inequality...
This paper deals with the relations between vector variational inequality problems and nonsmooth vec...
By exploiting very recent results concerning linear separation between a set and a convex cone, the ...
This work is concerned with differentiable constrained vector optimization problems. It focus on the...
In vector optimization problems several notions of proper efficiency have been proposed, in order to...
Non smooth functions, Limiting subdifferential, Pseudoinvex functions, Vector variational-like inequ...
We establish necessary and sufficient dual conditions for weak and proper minimality of infinite dim...
This paper deals with vector optimization problems having a vector valued objective function and thr...
In this paper, vector continuous-time programming problems with inequality type of constraints are c...
We propose a unifying approach in deriving constraint qualifications and theorem of the alternative....
This book investigates several duality approaches for vector optimization problems, while also compa...
We study a notion of well-posedness in vector optimization through the behaviour of minimizing sequ...
The paper is devoted to the existence of global optimal solutions for a general class of nonsmooth p...
In this paper, a new sufficient condition is given in order a vector variational inequality is well...
Vector optimization is continuously needed in several science fields, particularly in economy, busin...
Abstract. In this paper, we prove the equivalence among the Minty vector variational-like inequality...
This paper deals with the relations between vector variational inequality problems and nonsmooth vec...
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