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TWO-STAGE PRIORITIZATION PROCEDURE FOR MULTIPLICATIVE AHP-GROUP DECISION MAKING

机译:乘法AHP集团决策的两级优先级程序

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摘要

In this paper, we propose two-stage prioritization procedure (TSPP) for multiplicative Analytic Hierarchy Process-group decision making (AHP-GDM), which involves determining the group priority vector based on the individual pair-wise comparison matrices (PCMs), simultaneously considering the consensus and consistency of the individual PCMs. The first stage of the TSPP involves checking and revising the individual PCMs for reaching the acceptable consensus and consistency. The second stage of the TSPP involves estimating the group priority vector using Bayesian approach. The main characteristics of the proposed TSPP are as follows: 1) It makes full use of the prior information as well as the sample information during the Bayesian revision of the individual PCMs and the Bayesian estimation of the group priority vector; 2) It ensures that the revised individual PCMs reach the acceptable consensus and consistency; 3) It enriches the aggregation methods for the collective preference in multiplicative AHP-GDM. Finally, two numerical examples are used to evaluate the applicability and effectiveness of the proposed TSPP by the comparisons with several other methods.
机译:在本文中,我们提出了两级优先级过程(TSPP),用于乘法分析层次处理 - 组决策(AHP-GDM),其涉及基于各个对比较矩阵(PCM)来确定组优先级向量考虑个人PCM的共识和一致性。 TSPP的第一阶段涉及检查和修改各个PCM,以达到可接受的共识和一致性。 TSPP的第二阶段涉及使用贝叶斯方法估计组优先级载体。所提出的TSPP的主要特征如下:1)它充分利用了在各个PCM的贝叶斯修订期间的先前信息以及样本信息,以及组优先级的贝叶斯估计; 2)它确保修订后的单独PCM达到可接受的共识和一致性; 3)它丰富了乘法AHP-GDM中集体偏好的聚集方法。最后,使用两种数值例子来评估所提出的TSPP的适用性和有效性与其他几种方法的比较。

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