摘要
在复杂系统中,模糊诱导有序加权平均算子是一种重要的聚合多源信息工具。借鉴信息熵理论,分析研究了模糊诱导有序加权平均算子的偏好散度和分布散度及它们的相关性质。从实际应用的角度,给出了基于偏好散度和分布散度的选择模糊诱导有序加权平均算子权重向量的优化模型。
Fuzzy induced ordered weighted averaging operator is an important tool for aggregating mult-resources information in complex systems.Inspired by information entropy,the preference dispersion and the distribution dispersion of fuzzy induced ordered weighted averaging operator are analyzed and studied,their properties are discussed.From the practical point of view,based on the preference dispersion and the distribution dispersion,mathematical programming used to select the set of weights of fuzzy induced ordered weighted averaging operator is proposed.
出处
《西华大学学报(自然科学版)》
CAS
2012年第2期5-8,共4页
Journal of Xihua University:Natural Science Edition
基金
四川省网络信息处理高校重点实验室(SGXZD1002-10)
关键词
有序加权平均算子
模糊诱导有序加权平均算子
散度
ordered weighted averaging operator
fuzzy induced ordered weighted averaging operator
dispersion