摘要
提出了一种新的非劣解前端宽广性的度量,S-度量。(1)粗略估计问题I的边界解的集合;(2)由二水平正交设计的思想,从这个集合中选取指定分布比较均匀的参考解;(3)从非劣解集中找与每个参考解最近的解,并计算其距离;(4)给出S-度量的定义.将S-度量与其他一些非劣解质量的度量相结合,从而可以对多目标遗传算法从多个角度进行评价和比较.
This paper proposes an extensive measure for the non-dominated solutions,S-Measure.(1)Find the border solution set for problem I;(2)from the two levels orthoplan,seleet some reference solutions from the border solution set;(3)find the nearest solutions for each reference solution from the non-dominated solutions,and calculate its distance; (4)give the definition of S-Measure.S-Measure can be applied to complement the other quality measures in order to evaluate and compare multiobjective programming algorithms from different perspective.
出处
《计算机工程与应用》
CSCD
北大核心
2009年第29期72-74,共3页
Computer Engineering and Applications
基金
国家自然科学基金(No.60374063)~~
关键词
多目标优化
非劣解
正交设计
S-度量
multiobjective programming
non-dominated solutions
orthogonal design
S-Measure