in this paper arcwise cone connected d-type-i, quasi cone connected d-typei, pseudo cone connected d-type-i and other related functions are defined for a vector optimization problem over cones. Sufficient optimality c...
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in this paper arcwise cone connected d-type-i, quasi cone connected d-typei, pseudo cone connected d-type-i and other related functions are defined for a vector optimization problem over cones. Sufficient optimality conditions are studied for this problem. Wolfe type, MondWeir type and mixed type duals are formulated and duality results are established by using the above defined functions.
in this paper generalized type-i, generalized quasitype-i, generalized pseudo type-i and other related functions over cones are defined for a vector minimization problem. Sufficient optimality conditions are studied ...
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in this paper generalized type-i, generalized quasitype-i, generalized pseudo type-i and other related functions over cones are defined for a vector minimization problem. Sufficient optimality conditions are studied for this problem using Clarke's generalized gradients. A Mond-Weir type dual is formulated and weak and strong duality results are established.
in this note,new classes of generalized type-i functions are introduced for functions between Banach *** generalized type-i functions are then utilized to establish sufficient optimality conditions and duality results...
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in this note,new classes of generalized type-i functions are introduced for functions between Banach *** generalized type-i functions are then utilized to establish sufficient optimality conditions and duality results for a vector optimization problem with functions defined on a Banach space.
in this paper, we consider a vector optimization problem where all functionsinvolved are defined on Banach spaces. New classes of generalized type-i functions are introduced for functions between Banach spaces. Based...
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in this paper, we consider a vector optimization problem where all functionsinvolved are defined on Banach spaces. New classes of generalized type-i functions are introduced for functions between Banach spaces. Based upon these generalized type-i functions, we obtain a few sufficient optimality conditions and prove some results on duality. (C) 2007 Elsevier Ltd. All rights reserved.
We consider a vector optimization problem with functions defined on Banach spaces. A few sufficient optimality conditions are given and some results on duality are proved.
We consider a vector optimization problem with functions defined on Banach spaces. A few sufficient optimality conditions are given and some results on duality are proved.
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