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Integrating grey number and Minkowski distance function into grey relational analysis technique to improve the decision quality under uncertain information

机译:将灰数和Minkowski距离函数集成到灰关联分析技术中,以提高不确定信息下的决策质量

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摘要

Giving precise evaluation numbers becomes much more problematic in decision-making problems owing to the growing uncertainty inherently embedded in the increasing complexity of engineering systems. To alleviate this problem, both grey number and Minkowski distance function are integrated into the grey relational analysis technique to establish an effective multi-attribute decision-making model. In the proposed model, the uncertain information is transformed through the operations of grey numbers and then evaluated by the approachability of the ideal preference alternative, from which the suitability of each alternative is measured by the grey number Minkowski distance function to decide the appropriate selection. Two illustrative examples, the selection of construction alternatives and the evaluation of subcontractors, are adopted to demonstrate the feasibility and practicability of the proposed model. Results are confirmed by the experts afterwards and show that the proposed model is efficient, robust and well appropriate for real-world applications.
机译:由于在工程系统的复杂性中固有地存在越来越大的不确定性,因此在决策问题中提供精确的评估数变得更加棘手。为了缓解这一问题,将灰色数和Minkowski距离函数都集成到了灰色关联分析技术中,以建立有效的多属性决策模型。在提出的模型中,不确定性信息通过灰度数的运算进行转换,然后通过理想偏好替代方案的可接近性进行评估,然后通过灰度数Minkowski距离函数测量每个替代方案的适用性,以决定适当的选择。通过两个示例性例子,选择施工方案和评估分包商,以证明所提出模型的可行性和实用性。随后,结果得到了专家的确认,结果表明所提出的模型高效,鲁棒并且非常适合于实际应用。

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