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Decision-making model with fuzzy preference relations based on consistency local adjustment strategy and DEA

机译:基于一致性局部调整策略和DEA的模糊偏好关系决策模型

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摘要

As one of the most useful tools, fuzzy preference relations (FPRs) can cope with the situations in which the experts are more comfortable providing their evaluation information with numerical values. Consistency-improving process and deriving the reliable priority weight vector for alternatives are two significant and challenging issues in decision making with FPRs. This paper investigates a novel decision-making model with FPRs on the basis of consistency local adjustment strategy and data envelopment analysis (DEA). Firstly, a new approach is proposed to generate the multiplicative consistent FPRs. Subsequently, a convergent consistency-improving algorithm for FPRs is developed to transform the unacceptable multiplicative consistent FPRs into the acceptable ones. In the consistency-improving process for FPRs, the local adjustment strategy is presented to employ decision-maker original evaluation information sufficiently. In order to determine the priority weight vector for alternatives, a novel fuzzy DEA model is constructed. Furthermore, a decision-making model with FPRs is designed to derive the reliable decision-making results. Finally, a numerical example of selecting the most important influence factor for fog-haze is provided, and the comparison with existing approaches is made to validate the rationality and effectiveness of the developed model.
机译:作为最有用的工具之一,模糊偏好关系(FPRS)可以应对专家更加舒适的情况,以便以数值提供评估信息。一致性改进的过程和获得可靠的优先权重量向量,以获得替代方案是与FPRS决策的两个重要和挑战性问题。本文根据一致性局部调整策略和数据包络分析(DEA)来调查与FPRS的新型决策模型。首先,提出了一种新的方法来生成乘法一致的FPRS。随后,开发了FPRS的收敛一致性改进算法以将不可接受的乘法一致性FPR转换为可接受的FPR。在FPRS的一致性改进过程中,提出了本地调整策略以充分利用决策者原始评估信息。为了确定替代方案的优先权重量向量,构建了一种新的模糊DEA模型。此外,设计具有FPRS的决策模型以导出可靠的决策结果。最后,提供了选择用于雾雾雾雾最重要影响因素的数值例子,并使与现有方法进行比较来验证开发模型的合理性和有效性。

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