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Cloud Hierarchical Analysis

机译:云层次分析

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摘要

The Analytic Hierarchy Process proposed by Thomas L. Saaty has been well developed and widely applied. There are also many doubts about AHP including the 9-scale ratio measurement in making the comparison. To deal with the vagueness of people's judgment, many researchers employ the fuzzy ratios in place of exact ratios. But except the fuzziness in people's subjective sense, there also exists uncertainty and randomness. The Cloud model, which can effectively integrate the fuzziness and randomness of linguistic judgment in a unified way, is used to express the ratios in the comparison matrix. Then the geometric mean method is employed to calculate the Cloud weights for each positive reciprocal Cloud matrix, and these weights are combined in the usual manner to determine the final Cloud scores for the alternatives. We rank the alternatives from highest to lowest by comparing the parameters of the Cloud scores. The examples prove the efficiency of the Cloud Hierarchical Analysis (CHA) proposed in this paper. CHA is the natural development of AHP and FHA.
机译:托马斯·L·萨蒂(Thomas L. Saaty)提出的“层次分析法”已经得到了很好的开发和广泛应用。在进行比较时,对于AHP也存在很多疑问,包括9比例比率测量。为了应对人们的判断力的模糊性,许多研究人员使用模糊比率代替精确比率。但是除了人们主观上的模糊性外,还存在不确定性和随机性。 Cloud模型可以有效地统一语言判断的模糊性和随机性,用于在比较矩阵中表达比率。然后,采用几何平均法计算每个正互逆Cloud矩阵的Cloud权重,然后按常规方式将这些权重合并,以确定替代方案的最终Cloud得分。通过比较Cloud得分的参数,我们将备选方案从最高到最低进行排名。这些例子证明了本文提出的云层次分析(CHA)的有效性。 CHA是AHP和FHA的自然发展。

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