Add to ORKGThe aim of this note is to show that recent results concerning regularity conditions and constraint qualifications for generalized KKT multipliers, can be used also to obtain additional properties of the saddlepoints of the scalarized Lagrangian function of vector optimization problems. Moreover, we show the relationships between these properties and optimality conditions
In this paper, we establish approximate Lagrangian multiplier rule, Lagrangian duality and saddle po...
by Cheung Kam Ching Leo.Thesis (M.Ph.)--Chinese University of Hong Kong, 1988.Bibliography: leaves 9...
We discuss three scalarizations of the multiobjective optimization from the point of view of the par...
In this survey paper both real and vector--valued Lagrangian functions for a rather general vector o...
AbstractThe aim of this paper is to point out some sufficient constraint qualification conditions en...
AbstractWe prove a version of Lagrange multipliers theorem for nonsmooth functionals defined on norm...
We consider the following optimization problem: in an abstract set X, find and element x that minimi...
We consider the following optimization problem: in an abstract set X, find and element x that minimi...
AbstractThis paper investigates vector optimization problems with objective and the constraints are ...
AbstractThis paper establishes an alternative theorem for generalized inequality-equality systems of...
In this chapter the role of generalized convex functions in optimization is stressed. A particular a...
In this paper, we establish a necessary optimality condition for a nondifferentiable vector extremum...
For constrained nonconvex optimization, we first show that under second-order sufficient conditions,...
International audienceThe main purpose of this paper is to study saddle points of the vector Lagrang...
In this paper, we establish approximate Lagrangian multiplier rule, Lagrangian duality and saddle po...
In this paper, we establish approximate Lagrangian multiplier rule, Lagrangian duality and saddle po...
by Cheung Kam Ching Leo.Thesis (M.Ph.)--Chinese University of Hong Kong, 1988.Bibliography: leaves 9...
We discuss three scalarizations of the multiobjective optimization from the point of view of the par...
In this survey paper both real and vector--valued Lagrangian functions for a rather general vector o...
AbstractThe aim of this paper is to point out some sufficient constraint qualification conditions en...
AbstractWe prove a version of Lagrange multipliers theorem for nonsmooth functionals defined on norm...
We consider the following optimization problem: in an abstract set X, find and element x that minimi...
We consider the following optimization problem: in an abstract set X, find and element x that minimi...
AbstractThis paper investigates vector optimization problems with objective and the constraints are ...
AbstractThis paper establishes an alternative theorem for generalized inequality-equality systems of...
In this chapter the role of generalized convex functions in optimization is stressed. A particular a...
In this paper, we establish a necessary optimality condition for a nondifferentiable vector extremum...
For constrained nonconvex optimization, we first show that under second-order sufficient conditions,...
International audienceThe main purpose of this paper is to study saddle points of the vector Lagrang...
In this paper, we establish approximate Lagrangian multiplier rule, Lagrangian duality and saddle po...
In this paper, we establish approximate Lagrangian multiplier rule, Lagrangian duality and saddle po...
by Cheung Kam Ching Leo.Thesis (M.Ph.)--Chinese University of Hong Kong, 1988.Bibliography: leaves 9...
We discuss three scalarizations of the multiobjective optimization from the point of view of the par...