We focus on second order duality for a class of multiobjective programming problem subject to cone constraints. Four types of second order duality models are formulated. Weak and strong duality theorems are established in terms of the generalized convexity, respectively. Converse duality theorems, essential parts of duality theory, are presented under appropriate assumptions. Moreover, some deficiencies in the work of Ahmad and Agarwal (2010) are discussed.Department of Logistics and Maritime Studie
AbstractIn this paper, a class of generalized convexity is introduced and a unified higher-order dua...
This paper is concerned with a pair of Mond-Weir type second order symmetric dual non-differentiable...
AbstractA pair of higher-order Wolfe type and Mond–Weir type multiobjective symmetric dual programs ...
considered a nonlinear programming problem over cone constraints and presented the correct forms of ...
Abstract. A nonlinear multiobjective programming problem is consid-ered. Weak, strong and strict con...
AbstractSecond order mixed type dual is introduced for multiobjective programming problems. Results ...
Second order mixed type dual is introduced for multiobjective programming problems. Results\ud about...
AbstractWe suggest the second-order symmetric and self dual programs in multiobjective nonlinear pro...
We suggest a pair of second-order symmetric dual programs in multiobjective nonlinear programming. F...
In this paper, we point out some deficiencies in a recent paper (Lee and Kim in J. Nonlinear Convex ...
We suggest a pair of second-order symmetric dual programs in multiobjective nonlinear programming. F...
AbstractA pair of second-order symmetric dual models for multiobjective nonlinear programming is pro...
Four second-order dual models for nonlinear programming are introduced and their duality under gener...
The purpose of this paper is to establish various converse duality results for nonlinear programming...
The concepts of (Φ, ρ)-invexity have been given by Carsiti, Ferrara and Stefanescu(Carsiti, G., et a...
AbstractIn this paper, a class of generalized convexity is introduced and a unified higher-order dua...
This paper is concerned with a pair of Mond-Weir type second order symmetric dual non-differentiable...
AbstractA pair of higher-order Wolfe type and Mond–Weir type multiobjective symmetric dual programs ...
considered a nonlinear programming problem over cone constraints and presented the correct forms of ...
Abstract. A nonlinear multiobjective programming problem is consid-ered. Weak, strong and strict con...
AbstractSecond order mixed type dual is introduced for multiobjective programming problems. Results ...
Second order mixed type dual is introduced for multiobjective programming problems. Results\ud about...
AbstractWe suggest the second-order symmetric and self dual programs in multiobjective nonlinear pro...
We suggest a pair of second-order symmetric dual programs in multiobjective nonlinear programming. F...
In this paper, we point out some deficiencies in a recent paper (Lee and Kim in J. Nonlinear Convex ...
We suggest a pair of second-order symmetric dual programs in multiobjective nonlinear programming. F...
AbstractA pair of second-order symmetric dual models for multiobjective nonlinear programming is pro...
Four second-order dual models for nonlinear programming are introduced and their duality under gener...
The purpose of this paper is to establish various converse duality results for nonlinear programming...
The concepts of (Φ, ρ)-invexity have been given by Carsiti, Ferrara and Stefanescu(Carsiti, G., et a...
AbstractIn this paper, a class of generalized convexity is introduced and a unified higher-order dua...
This paper is concerned with a pair of Mond-Weir type second order symmetric dual non-differentiable...
AbstractA pair of higher-order Wolfe type and Mond–Weir type multiobjective symmetric dual programs ...