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On the analytic hierarchy process and decision support based on fuzzy-linguistic preference structures

机译:基于模糊语言偏好结构的层次分析法与决策支持

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The Analytic Hierarchy Process (AHP) has received different fuzzy formulations, where two main lines of research can be identified in literature. The most popular one refers to the Extent Analysis Method, which has been subject of recent criticism, among other things, due to a number of misapplications that it may lead to. The other approach refers to the Logarithmic Least Squares Method (LLSM), which offers a constrained optimization approach for estimating fuzzy weights, but fails to generalize the original AHP proposal. The fact remains that the AHP uses linguistic evaluations as input data, where experts value pairs of alternatives/criteria with words, making it essentially fuzzy under the view that words can be represented by fuzzy sets for their respective computation. Hence, reasoning with fuzzy logic is justified by the analytical framework that it offers to design the meaning of words through membership functions and not assume a direct mapping between words and crisp numbers. In this paper we propose the fuzzy representation of linguistic p for the AHP, and examine its generalization by means of the fuzzy-linguistic AHP algorithm.
机译:层次分析法(AHP)收到了不同的模糊表述,在文献中可以确定两条主要研究方向。最受欢迎的一种方法是“范围分析方法”,由于可能导致错误使用,因此最近受到了批评。另一种方法是对数最小二乘法(LLSM),它提供了一种约束优化方法来估计模糊权重,但未能概括原始的AHP提议。事实仍然是,AHP使用语言评估作为输入数据,专家用单词对备选方案/标准对进行评估,在认为单词可以由模糊集代表其各自计算的前提下,它实质上是模糊的。因此,通过分析框架证明了使用模糊逻辑进行推理是合理的,该分析框架提供了通过隶属函数设计单词含义的功能,而不是假设单词和明晰数字之间的直接映射。在本文中,我们提出了AHP的语言p的模糊表示,并通过模糊语言AHP算法研究了其概括。

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