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DEA Cross-Efficiency Ranking Method Based on Grey Correlation Degree and Relative Entropy

机译:基于灰色关联度和相对熵的DEA交叉效率排序方法

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The ranking of decision-making units (DMUs) is one of the most significant issues in efficiency evaluation. However, the calculation results from the traditional DEA method sometimes include multiple efficient DMUs or multiple DMUs with the same efficiency value, in which case the approach is weak in distinguishing among these DMUs. Therefore, this study proposes a DEA cross-efficiency ranking method based on the relative entropy evaluation method and the grey relational analysis method. First, the approach uses the cross-efficiency matrix as the decision matrix of multiple criteria decision-making (MCDM), and the relationship between DMU and the ideal solution is analyzed by the grey relational analysis method and the relative entropy evaluation method. Then, the degree of the criteria is determined by Shannon entropy, and the weighted grey correlation degree and the weighted relative entropy are obtained. Finally, with the comprehensive relative closeness degree between the DMU and the ideal solution, we can sort all the DMUs accordingly. In a comparative analysis, it shows that this method analyzes the similarity between DMUs and the ideal solution from the information distance and the similarity of the data sequence curve, and has certain advantages for analyzing the ranking of DMUs.
机译:决策单位(DMU)的排名是效率评估中最重要的问题之一。但是,传统DEA方法的计算结果有时会包含多个有效DMU或具有相同效率值的多个DMU,在这种情况下,该方法很难区分这些DMU。因此,本研究提出了一种基于相对熵评价法和灰色关联分析法的DEA交叉效率排序方法。首先,该方法使用交叉效率矩阵作为多准则决策(MCDM)的决策矩阵,并通过灰色关联分析法和相对熵评估法分析了DMU与理想解之间的关系。然后,通过香农熵确定标准的程度,并且获得加权的灰色相关度和加权的相对熵。最后,借助DMU与理想解决方案之间的综合相对紧密度,我们可以对所有DMU进行相应的排序。通过比较分析表明,该方法从信息距离和数据序列曲线的相似性分析了DMU与理想解之间的相似性,对分析DMU的排序具有一定的优势。

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