节点文献
多指标优化中的余弦决策法
Cosinus Method for Multiple Indexes Optimization
【摘要】 通过对多指标决策问题的研究,在兼顾方案偏好信息和客观信息的基础上,把决策指标分成5个级别,再通过指标级别来确定它的权重值。然后,在自定义指标线段、理想指标线段等基础上,利用余弦公式,求决策方案与理想方案中指标线段和理想指标线段之间夹角余弦,建立多指标决策问题的优化模型。最后,用该法对某市公交线网进行了优化决策,并获得了满意结果,而且该法简单实用、结果可信。
【Abstract】 This paper studied the multiple decision problems,based on considering both the preference information of schemes and the scheme value of objective information,and gave a five scale values method for the decision indices. The attribute weight were derived by using indices scale valuation.Then based on multiple indexes line segment,it built up a cosinus decision model that gave the cosinus ideal plan and decision plan.This method is simple and practical and the result is believable.
【基金】 合肥市科技计划资助项目(2004-1003)
- 【文献出处】 系统工程理论方法应用 ,Journal of Systems & Management , 编辑部邮箱 ,2006年03期
- 【分类号】O224
- 【被引频次】12
- 【下载频次】217