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A novel Multiple Attribute Decision Making approach based on interval data using U2P-Miner algorithm

机译:一种基于区间数据的U2P-Miner算法的多属性决策新方法

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This paper aims to introduce a technique for order of preference using pattern mining based on Decision Makers (DMs) level of risk aversion. However, the model is essentially defined on the problem of supplier selection, it can be used to deal with almost any similar decision making problem. This novel Multiple Attribute Decision Making (MADM) model takes the advantages of the U2P-Miner algorithm, the interval data weighting method, and the Linear Assignment Method (LAM). The key idea behind the method is to consider the attribute with more frequent patterns as the common attribute and to assign a smaller weight to it. Since, the model handles interval data as input, it can be guaranteed that the model uses the detailed information and, therefore, the resulting weight factors are more realistic. The DMs risk aversion level is also addressed in the model, which is necessary in real-life situations. Accordingly, the proposed decision making process depends directly on DMs attitude toward risk. It gives DM the opportunity to make a decision in two ways: 1) based on the specified risk aversion level, 2) based on an integrated approach using LAM. The linearity of the LAM, by itself, enhances the scalability of the model. Moreover, the necessity of providing pairwise comparison judgments is completely eliminated in the model and, therefore, the reliability of the decision making is enhanced. The effectiveness of the model is finally demonstrated through a numerical example while the broad comparative and sensitivity analysis further proves its validity and superiority.
机译:本文旨在介绍一种基于决策者(DM)风险规避级别的模式挖掘优先顺序技术。但是,该模型本质上是针对供应商选择问题定义的,几乎可以用于处理任何类似的决策问题。这种新颖的多属性决策(MADM)模型利用了U2P-Miner算法,区间数据加权方法和线性分配方法(LAM)的优势。该方法背后的关键思想是将具有更频繁模式的属性视为通用属性,并为其分配较小的权重。由于该模型将间隔数据作为输入进行处理,因此可以确保该模型使用详细信息,因此,得出的权重因子更加实际。该模型还解决了决策者的风险规避水平,这在现实生活中是必需的。因此,拟议的决策过程直接取决于决策者对风险的态度。它使DM可以通过两种方式做出决策:1)基于指定的风险规避级别; 2)基于使用LAM的集成方法。 LAM的线性本身就增强了模型的可伸缩性。此外,在模型中完全消除了提供成对比较判断的必要性,因此,提高了决策的可靠性。最后通过数值算例证明了该模型的有效性,而广泛的比较和敏感性分析进一步证明了其有效性和优越性。

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