Penta-Valued Fuzzy Set

V. Patrascu
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引用次数: 6

Abstract

This paper presents an extension of fuzzy set based on Lukasiewicz penta-valued logic. This new type of fuzzy set will be called penta-valued fuzzy set and will be defined by five scalar functions: the strong membership, the weak membership, the uncertainty, the weak non-membership and the strong non-membership. Also, the penta-valued fuzzy set represents an extension for the intuitionistic fuzzy sets and for the four-valued fuzzy set.
五值模糊集
提出了基于Lukasiewicz五值逻辑的模糊集的扩展。这种新的模糊集被称为五值模糊集,并将其定义为五个标量函数:强隶属、弱隶属、不确定性、弱非隶属和强非隶属。此外,五值模糊集是对直觉模糊集和四值模糊集的扩展。
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