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A Cross-Efficiency Approach for Evaluating Decision Making Units in Presence of Undesirable Outputs

机译:在不希望的输出存在下评估决策单元的交叉效率方法

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Data Envelopment Analysis (DEA) is a mathematical programming approach for measuring efficiency of Decision Making Units (DMUs). In traditional DEA, a ratio of weighted outputs to inputs is examined and, for each DMU, some optimal weights are obtained. The method of cross-efficiency is an extension to DEA by which a matrix of scores is computed. The elements of the matrix are computed by means of the weights obtained via usual models of DEA. The cross-efficiency may have some drawbacks, e.g., the cross-efficiency scores may be multiple due to the presence of several optima. To overcome this issue, secondary goals are used. However, this method has never been used for peer evaluation of DMUs with undesirable outputs. In this paper, our objective is to bridge this gap. For this end, we introduce a new secondary goal, test it on an empirical example with undesirable outputs, report the results, and finally, we give some concluding remarks.
机译:数据包卷分析(DEA)是一种测量决策单元(DMUS)效率的数学规划方法。在传统的DEA中,检查加权输出与输入的比率,并且对于每个DMU,获得一些最佳重量。交叉效率的方法是对DEA的延伸,通过该扩展是计算得分的矩阵。矩阵的元素通过通过通常的DEA的常规模型获得的权重来计算。交叉效率可以具有一些缺点,例如,由于存在几个Optima的存在,交叉效率得分可以是多个。为了克服这个问题,使用次要目标。然而,这种方法从未用于对DMU的对等评估具有不希望的输出。在本文中,我们的目标是弥合这个差距。为此,我们介绍了一个新的二级目标,在具有不良产出的经验示例中测试它,报告结果,最后,我们给出了一些结论备注。

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