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二重标准平面选址问题的Voronoi图算法
引用本文:翁东风,费奇.二重标准平面选址问题的Voronoi图算法[J].系统工程理论与实践,2005,25(4):120-123.
作者姓名:翁东风  费奇
作者单位:华中科技大学系统工程研究所
基金项目:国家社会科学基金(02GJ207-026)
摘    要:在分析军事和民用设施平面选址目标的基础上,归纳建立了minisum与minimax、maximin与minimax两类二重标准平面选址模型,结合实例提出了Voronoi图与固定步长搜索相结合的求解方法:首先,根据选址点与需求点及负面影响点的平面位置关系,分析画出选址问题的最远点和最近点加权Voronoi图;其次在指定的Voronoi多边形边线上按固定步长搜索出二重标准平面选址模型的非劣集;最后绘制出二重目标值的权衡取舍曲线.

关 键 词:设施选址  二重标准  Voronoi图    
文章编号:1000-6788(2005)04-0120-04
修稿时间:2003年5月21日

Voronoi Diagrams Algorithm for Bicriteria Planar Location Problems
WENG Dong-feng,FEI Qi.Voronoi Diagrams Algorithm for Bicriteria Planar Location Problems[J].Systems Engineering —Theory & Practice,2005,25(4):120-123.
Authors:WENG Dong-feng  FEI Qi
Institution:Institute of System Engineering, Huazhong University of Science and Technology
Abstract:Two types of bicriteria planar location models associated with the minisum and minimax criteria, the maximin and minimax criteria are set up, based on the analysis of the location objects of military and civilian facilities. The method for searching of the solution by Voronoi diagram and resolution limiting in relation to the instances are put forward. First the weighted Voronoi diagrams of the farthest-point and nearest-point for the location problem are drawn, relying on the relationship between the facility and demand points or negative influence points in the planar. Next, the noninferior set of the bicriteria planar location models are searched according to resolution limiting in the specified edges of the Voronoi polygons. In the end, the tradeoff curves of the bicriteria target values are described.
Keywords:facility location  bicriteria  Voronoi diagram
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