摘要
给出了FMP的三I解的一般形式 ,证明了关于区间值模糊推理的单调性定理、下确界定理以及存在性定理 .在分析了规则后件相对于前件的敏感性的基础上提出了 p 敏感参数概念 ,从而定义了 p 综合距离与 ( p θ)相对激活度 .将关于区间值模糊推理的FOOL方法细致化为 ( p θ)算法 。
The general form of the triple I solution of FMP is given. The monotonity theorem, the infimum theorem, and the existence theorem have been proved. Moreover, the concept of p _sensitive parameter is proposed after an analysis of the sensitivity of the consequents with respect to the antecedents of rules, and the p _synthetical distances as well as the (p_θ) relative degrees of activation are thus defined. Hence the FOOL method for interval valued fuzzy reasoning has then been refined to be the (p_θ) method, and thus it can be likely that it is employed to solve certain kind of problems in space data analysis.
出处
《陕西师范大学学报（自然科学版）》
CAS
CSCD
北大核心
2001年第3期6-19,共14页
Journal of Shaanxi Normal University：Natural Science Edition
基金
国家自然科学基金重点资助项目 (198310 4 0 )
