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An integrated fuzzy clustering cooperative game data envelopment analysis model with application in hospital efficiency

机译:一种集成的模糊聚类合作博弈数据包络分析模型及其在医院效率中的应用

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Hospitals are the main sub-section of health care systems and evaluation of hospitals is one of the most important issue for health policy makers. Data Envelopment Analysis (DEA) is a nonparametric method that has recently been used for measuring efficiency and productivity of Decision Making Units (DMUs) and commonly applied for comparison of hospitals. However, one of the important assumption in DEA is that DMUs must be homogenous. The crucial issue in hospital efficiency is that hospitals are providing different services and so may not be comparable. In this paper, we propose an integrated fuzzy clustering cooperative game DEA approach. In fact, due to the lack of homogeneity among DMUs, we first propose to use a fuzzy C-means technique to cluster the DMUs. Then we apply DEA combined with the game theory where each DMU is considered as a player, using Core and Shapley value approaches within each cluster. The procedure has successfully been applied for performances measurement of 288 hospitals in 31 provinces of Iran. Finally, since the classical DEA model is not capable to distinguish between efficient DMUs, efficient hospitals within each cluster, are ranked using combined DEA model and cooperative game approach. The results show that the Core and Shapley values are suitable for fully ranking of efficient hospitals in the healthcare systems. (C) 2018 The Author(s). Published by Elsevier Ltd.
机译:医院是卫生保健系统的主要部分,对医院的评估是卫生政策制定者最重要的问题之一。数据包络分析(DEA)是一种非参数方法,最近已用于测量决策单位(DMU)的效率和生产率,通常用于医院比较。但是,DEA中的重要假设之一是DMU必须是同质的。医院效率的关键问题在于医院提供的服务不同,因此可能无法与之媲美。在本文中,我们提出了一种集成的模糊聚类合作博弈DEA方法。实际上,由于DMU之间缺乏同质性,我们首先提出使用模糊C均值技术对DMU进行聚类。然后,我们将DEA与博弈论相结合,在每个集群中使用Core和Shapley值方法将每个DMU视为参与者。该程序已成功应用于伊朗31个省的288家医院的绩效评估。最后,由于经典DEA模型无法区分有效的DMU,因此使用组合DEA模型和​​合作博弈方法对每个集群中的高效医院进行排名。结果表明,Core和Shapley值适合在医疗保健系统中对高效医院进行全面排名。 (C)2018作者。由Elsevier Ltd.发布

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