Interval Valued Fuzzy Filters of Lattice Implication Algebras

Pen Jiayin
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Abstract

The concept of quasi-coincidence of a fuzzy point with a fuzzy set is extended to the concept of quasi-coincidence of a fuzzy interval value with an interval valued fuzzy set. By using this new idea, the notions of interval valued („¡, „¡ „­q)-fuzzy filters in lattice implication algebras which is a generalization of ordinary fuzzy filters of lattice implication algebras, is defined, and their related properties and equivalent description are given. In particular, the concept of a fuzzy subgroup with thresholds is generalized to the concept of an interval valued fuzzy filter with thresholds in lattice implication algebras.
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格蕴涵代数的区间值模糊滤波器
将模糊点与模糊集的拟重合的概念推广到模糊区间值与区间值模糊集的拟重合的概念。利用这一新思想,定义了格蕴涵代数中的区间值(“,”,-q)-模糊滤波器的概念,并给出了它们的相关性质和等价描述,作为格蕴涵代数中普通模糊滤波器的推广。特别地,将带阈值的模糊子群的概念推广到格蕴涵代数中带阈值的区间值模糊滤波器的概念。
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