摘要
本文建立了在有限集上模糊积分的一般表达式及其性质,证明了在有限集上模糊积分取值的充要条件。并以此为理论依据,分析了模糊积分的评价机理与功能,使之成为适用于多样品综合评价问题的评价模型。又讨论了评价因素权分配,在一定条件下变化时,样品评价结果的稳定性,建立了不变区间的定义及其计算方法,为认识参评样品的评价结果及其优序关系,提供了重要的信息。
The paper established a general expression and the character of thefuzzy integral in a finited set and proved the sufficient and necessary conditions forvalue setting in a fuzzy integral of a finited set. The paper also analysed,on the basis of the theory, the function and evalua-tion mechanism of the fuzzy integral in order to meet with the requirement of theevaluation model for comprehensive multi- sampling evaluation. It also discussedthe distribution of the weights of factors, the stability of the evaluation results un-der variation of certain conditions, established the definition of invariability inter- val and the methods for calculation,thus,providing important information appre-hending the evaluation results of the sampling and the rank of satisfaction.
出处
《大连水产学院学报》
CSCD
1995年第1期1-9,共9页
Journal of Dalian Fisheries University
关键词
模糊积分
评价模型
不变区间
fuzzy integral
model of evaluation
invariability interval