Title: Optimality Conditions for Convex Composite Multiobjective Optimization Problem
Abstract: Multiobjective optimization is a useful mathematical model in many areas,such as economics,engineering,and decision making,to solve real world problems with conflicting objectives. A general convex composite multiobjective nonsmooth optimization problem with convex composite inequality constraints was studied by a scholar and first order optimality conditions were derived assuming a null space condition.Optimality condition for a convex composite multiobjective optimization problem which subject to a closed convex constraint set is further studied on the basis of his reseach result.In terms of some nonempty interior conditions,presented a new first order sufficient condition for a weakly efficient solution of the convex composite multiobjective optimization problem.
Publication Year: 2001
Publication Date: 2001-01-01
Language: en
Type: article
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