AbstractThis paper concerns the study of weak and firm local efficiency in constrained mathematical problems governed by set-valued mappings. We derive optimality conditions by means of the Bouligand derivative and by means of the Mordukhovich coderivative as well
AbstractIn this paper we study necessary and sufficient optimality conditions for a set-valued optim...
Abstract: In this paper, we define several relations of two sets with respect to an ordering convex ...
AbstractA new notion of weak Clarke epiderivative for a set-valued map is introduced using the conce...
Set-valued extensions of vector-valued functions are used to investigate the relations between weak ...
We consider both global and local conditions for optimization problems governed by set-valued maps. ...
This paper deals with optimality conditions and duality theory for vector optimization involving non...
We introduce the notion of weak minimizer in set optimization. Necessary and sufficient conditions i...
Optimality conditions are studied for set-valued maps with set optimization. Necessary conditions ar...
This paper concerns new subdifferential necessary conditions for local optimal solutions to an impor...
AbstractThe paper deals with the optimization problem of a nonlinear real function over the (weakly ...
In this paper, generalized higher-order contingent (adjacent) derivatives of set-valued maps are int...
Abstract The vector criterion and set criterion are two defining approaches of solutions for the set...
Focussing on optimization problems involving multivalued mappings in constraints or as the objective...
The main aim of this paper is to obtain optimality conditions for a constrained set-valued optimizat...
AbstractBased on the concept of an epiderivative for a set-valued map introduced in J. Nanchang Univ...
AbstractIn this paper we study necessary and sufficient optimality conditions for a set-valued optim...
Abstract: In this paper, we define several relations of two sets with respect to an ordering convex ...
AbstractA new notion of weak Clarke epiderivative for a set-valued map is introduced using the conce...
Set-valued extensions of vector-valued functions are used to investigate the relations between weak ...
We consider both global and local conditions for optimization problems governed by set-valued maps. ...
This paper deals with optimality conditions and duality theory for vector optimization involving non...
We introduce the notion of weak minimizer in set optimization. Necessary and sufficient conditions i...
Optimality conditions are studied for set-valued maps with set optimization. Necessary conditions ar...
This paper concerns new subdifferential necessary conditions for local optimal solutions to an impor...
AbstractThe paper deals with the optimization problem of a nonlinear real function over the (weakly ...
In this paper, generalized higher-order contingent (adjacent) derivatives of set-valued maps are int...
Abstract The vector criterion and set criterion are two defining approaches of solutions for the set...
Focussing on optimization problems involving multivalued mappings in constraints or as the objective...
The main aim of this paper is to obtain optimality conditions for a constrained set-valued optimizat...
AbstractBased on the concept of an epiderivative for a set-valued map introduced in J. Nanchang Univ...
AbstractIn this paper we study necessary and sufficient optimality conditions for a set-valued optim...
Abstract: In this paper, we define several relations of two sets with respect to an ordering convex ...
AbstractA new notion of weak Clarke epiderivative for a set-valued map is introduced using the conce...
DOI
Add to ORKG