摘要
针对传统的多目标二层规划算法计算效率低,无法实现对多目标二层的直接规划问题,提出并设计基于对偶定理的多目标二层规划算法研究。实验结果表明,该算法可以提高多目标二层规划算法的计算效率,用时较短,可有效实现对多目标二层的直接规划。
In view of the low efficiency of the traditional multi-objective bilevel planning algorithm,which can not realize the direct planning of the multi-objective bilevel,a multi-objective bilevel programming algorithm based on dual theorem is proposed and designed.The experimental results show that the algorithm can improve the computational efficiency of the multi-objective bilevel planning algorithm,and it can achieve the direct planning of the multi-objective bilevel effectively.
作者
张艳芬
Zhang Yanfen(Fenyang Normal Branch of Luliang University,Fenyang 032200,China)
出处
《安徽电子信息职业技术学院学报》
2020年第3期23-26,共4页
Journal of Anhui Vocational College of Electronics & Information Technology
基金
山西省教育科学,十三五,规划项目“高中教育改革背景下学生生涯规划教育研究”(GH-17299)。
关键词
对偶定理
多目标
二层规划算法
约束集
非极大值
Duality theorem
multiobjective
bilevel programming algorithm
constraint set
non maximum
