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Second Order Sufficient Optimality Condition for a Class of Major Constraints Vector Optimization Problem

机译:一类主要约束矢量优化问题的二阶足够的最优性条件

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Optimality condition of second order of major constraints vector optimization is researched. The concept of major constraints local Pareto weakly efficient solution in major constraints vector optimization is given. With the aid of the major constraint set and its structure representation, a sufficient optimality condition of second order of major constraint local Pareto weakly efficient solution is obtained. The result is useful for the further study of vector optimization theory and also is useful for the study of its numerical methods.
机译:研究了主要约束载体优化二阶的最优性条件。 给出了主要约束局部Pareto在主要约束矢量优化中的主要约束局部帕累托弱效解决方案。 借助于主要约束集及其结构表示,获得了足够的主要约束局部Pareto弱有效解决方案的足够最佳状态。 结果对于进一步研究对载体优化理论而言,对其数值方法的研究也是有用的。

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