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A new approach for ranking efficient DMUs with data envelopment analysis

机译:具有数据包络分析的高效DMU的一种新方法

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Purpose - Classical models of data envelopment analysis (DEA) calculate the efficiency of decision-making units do not differentiate between efficient units. The purpose of this paper is to present a new method for ranking efficient units and compare it with the other methods presented in this field. Design/methodology/approach - In this paper, a new method is presented for ranking efficient units. To validate the proposed method, a real case, which was studied by Li et al. (2016) is examined and the rankings of the efficient units are compared with four other methods including the Andersen and Petersen's super-efficiency, game theory and the concept of Shapley value and the technique for order of preference by similarity to ideal solution methods. Findings - The results show that there is a high correlation between the rankings of efficient units obtained by the new proposed method and the other methods such as Andersen and Petersen's super-efficiency, game theory and Shapley value methods. Originality/value - The problem of ranking efficient units with the DEA method is an important issue for researchers. Extensive studies have been proposed to provide methods for ranking efficient units. This paper proposes a simple and fast method for ranking efficient units that achieves better results.
机译:目的 - 数据包络分析(DEA)的经典模型计算决策单元的效率不会区分高效单位。本文的目的是为排名有效的单位提供一种新方法,并将其与本领域中呈现的其他方法进行比较。设计/方法/方法 - 本文提出了一种新方法,用于排名有效单位。为了验证所提出的方法,是由Li等人研究的真实案例。 (2016年)被研究,与其他四种方法进行了审查,其中有效单位的排名与包括Andersen和Petersen的超级效率,博弈论和福利价值的概念以及通过与理想解决方法的相似性顺序的技术的技术。研究结果表明,通过新的方法获得的有效单位的排名与Andersen和Petersen的超级效率,博弈论和福谢价值方法等其他方法之间存在高相关性。原创性/价值 - 使用DEA方法排名有效单位的问题是研究人员的重要问题。已经提出了广泛的研究来提供排名有效单位的方法。本文提出了一种简单快捷的方法,用于排名效率的排名,实现了更好的结果。

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