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A TFN-Based AHP Model for Solving Group Decision-Making Problems

机译:基于TFN的AHP模型求解群体决策问题

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摘要

Because the expert(s) usually give the judgment with an uncertainty degree in general decision-making problems, combined the analytic hierarchy process (AHP) with the basic theory of the triangular fuzzy number (TFN), a TFN-based AHP model is suggested. The proposed model makes decision-makers' judgment more accordant with human thought mode and derives priorities from TFN-based judgment matrices regardless of their consistency. In addition, formulas of the model are normative, they can be operated by programming easily and no human intervention is needed while applying the model-based software system. The results of an illustrative case indicate that, by applying the proposed model, fair and reasonable conclusions are obtained and the deviation scope of the priority weight of every decision element is given easily.
机译:由于专家通常会在一般决策问题中做出带有不确定性的判断,因此将层次分析法(AHP)与三角模糊数(TFN)的基本理论相结合,提出了基于TFN的AHP模型。所提出的模型使决策者的判断更符合人类的思维方式,并从基于TFN的判断矩阵中获得优先级,而与它们的一致性无关。此外,该模型的公式具有规范性,可以通过轻松编程进行操作,并且在应用基于模型的软件系统时无需人工干预。说明性案例的结果表明,通过应用所提出的模型,可以得出公正合理的结论,并且容易给出每个决策要素的优先权重的偏离范围。

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