Mean Values of Fuzzy Numbers and the Measurement of Fuzziness by Evaluation Measures

Y. Yoshida
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引用次数: 7

Abstract

In this paper, we discuss an evaluation method of fuzzy numbers as mean values and measurement of fuzziness defined by fuzzy measures, and the presented method is applicable to fuzzy numbers and fuzzy stochastic process defined by fuzzy numbers/fuzzy random variables in decision making. We compare the measurement of fuzziness and the variance as a factor to measure uncertainty. Formulae are also given to apply the results to triangle-type fuzzy numbers and trapezoidal-type fuzzy numbers
模糊数的均值与评价指标对模糊性的度量
本文讨论了模糊数作为均值的评价方法和模糊测度定义的模糊性度量方法,该方法适用于决策中的模糊数和模糊数/模糊随机变量定义的模糊随机过程。我们比较了模糊度量和方差作为度量不确定性的一个因素。并给出了将结果应用于三角形模糊数和梯形模糊数的公式
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