剩余蕴涵的模糊三Ⅰ方法的约束度分析

Analysing Residual Implication-Based Restricting Degree of Fuzzy Triple I Method

由连续三角模导出的剩余蕴涵算子 ,对模糊三Ⅰ算法的约束度问题进行研究 .在原有三Ⅰ方法的约束度理论的基础上 ,利用三角模和蕴涵算子的性质 ,讨论该类算子下三Ⅰ方法的约束度理论 .给出一般化的α 三ⅠFMP公式和α

The restrieting degree of fuzzy triple I as a problem is studied on the basis of residual implication operators deriving from continuous triangle module. Starting from the restricting degree theory of triple I method existing already, the author discusses restricting degree theory of triple I method under implication operators by using properties of triangle module and implication operators; and gives also the general α triple I formulae of FMP and FMT.