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Integral similarity degree and distance in S-implication fuzzy logic

机译:S型含义模糊逻辑中积分相似度和距离

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It was different from the usual similarity degree is defined based on truth degree, this paper put forward the integral similarity degree by use of S- implication operator in S-implication fuzzy logic system, thus the relevant calculation and proof became concise. Then the paper discussed the properties of the integral similarity degree, gave the pseudo-distance corresponding to the integral similarity degree. Finally, the continuity of the logical operators about limit operation in pseudo-metric space was proved.
机译:它与通常的相似度不同的是基于真理程度定义的,本文通过在S型含义模糊逻辑系统中使用了暗示运算符来提出积分相似度,因此相关的计算和证明变得简明扼要。然后本文讨论了积分相似度的性质,给出了对应于整体相似度的伪距离。最后,证明了关于伪度量空间中限制操作的逻辑运算符的连续性。

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