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多型异构数据下关联变权空间多属性决策方法 被引量:6

Association variable weight space multi-attribute decision method under multi-type heterogeneous data
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摘要 针对当前空间多属性决策方法对空间特性的考虑不足,提出一种综合考虑多型异构性、空间复杂关联性以及空间动态性的空间多属性决策新方法.首先,定义了多型异构数据的D-U空间映射法则,提出了一种使多型异构数据能在空间中得以同构化的方法.其次,考虑空间复杂关联性及动态性,构造了2可加模糊测度下的广义Banzhaf关联变权及关联状态变权.然后,为客观确定关联属性的重要程度,建立了基于2可加模糊测度的广义Banzhaf Choquet逼近理想解优化模型,在此基础上融合关联属性信息实现备选方案的排序优选.最后,将所建模型用于干热岩勘探选区决策案例中,验证了方法的可行性,对比分析证明了方法的有效性及优越性. In view of the insufficient consideration of spatial characteristics in current spatial multi-attribute decision making methods,it is proposed that a new space multi-attribute decision-making method considering multi-type heterogeneity,spatial complex correlation and spatial dynamics.Firstly,the D-U space mapping rule for multi-type heterogeneous data is defined,and a method is proposed to make multi-type heterogeneous data isomorphic in space.Secondly,considering the complex correlation and dynamics of space,a generalized Banzhaf association variable weight theory system based on 2 additive fuzzy measures is constructed.Then,in order to objectively determine the importance degree of the association attributes,a generalized Banzhaf Choquet Topsis optimization model based on 2-additive fuzzy measure is established.On this basis,the ranking optimization of alternatives is realized by integrating the information of association attributes.Finally,the model is applied to the decision-making example of hot dry rock exploration selection,which verifies the feasibility of the method,and the effectiveness and superiority of the method are proved by comparative analysis.
作者 徐选华 赵程伟 何继善 刘瑞环 XU Xuanhua;ZHAO Chengwei;HE Jishan;LIU Ruihuan(School of Business,Central South University,Changsha 410083,China)
机构地区 中南大学商学院
出处 《系统工程理论与实践》 EI CSSCI CSCD 北大核心 2020年第7期1895-1905,共11页 Systems Engineering-Theory & Practice
基金 国家自然科学基金(71871225,71671189)。
关键词 空间多属性决策 多型异构数据 2可加模糊测度 广义Banzhaf值 关联变权 space multi-attribute decision making multi-type heterogeneous data 2-additive fuzzy measure generalized Banzhaf index association variable weight
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