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首页> 外文期刊>Health care management science >Measuring efficiency of community health centers: a multi-model approach considering quality of care and heterogeneous operating environments
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Measuring efficiency of community health centers: a multi-model approach considering quality of care and heterogeneous operating environments

机译:社区保健中心的测量效率:考虑护理质量和异构操作环境的多模型方法

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摘要

Over 1300 federally-qualified health centers (FQHCs) in the US provide care to vulnerable populations in different contexts, addressing diverse patient health and socioeconomic characteristics. In this study, we use data envelopment analysis (DEA) to measure FQHC performance, applying several techniques to account for both quality of outputs and heterogeneity among FQHC operating environments. To address quality, we examine two formulations, the Two-Model DEA approach of Shimshak and Lenard (denoted S/L), and a variant of the Quality-Adjusted DEA approach of Sherman and Zhou (denoted S/Z). To mitigate the aforementioned heterogeneities, a data science approach utilizing latent class analysis (LCA) is conducted on a set of metrics not included in the DEA, to identify latent typologies of FQHCs. Each DEA quality approach is applied in both an aggregated (including all FQHCs in a single DEA model) and a partitioned case (solving a DEA model for each latent class, such that an FQHC is compared only to its peer group). We find that the efficient frontier for the aggregated S/L approach disproportionately included smaller FQHCs, whereas the aggregated S/Z approach's reference set included many larger FQHCs. The partitioned cases found that both the S/L and S/Z aggregated models disproportionately disfavored (different) members of certain classes with respect to efficiency scores. Based on these results, we provide general insights into the trade-offs of using these two models in conjunction with a clustering approach such as LCA.
机译:在美国的1300多个联邦合格的医疗中心(FQCS)在不同的背景下为弱势群体提供了护理,解决了不同的患者健康和社会经济特征。在本研究中,我们使用数据包络分析(DEA)来测量FQHC性能,应用若干技术来考虑FQHC操作环境中的输出质量和异质性。为了解决质量,我们研究了两种配方,Shimshak和Lenard(表示的S / L)的两种模型DEA方法,以及谢尔曼和周(表示的S / Z)的质量调整的DEA方法的变种。为了减轻上述异质性,利用潜在类分析(LCA)的数据科学方法在DEA中未包含的一组指标上进行,以识别FQCS的潜在类型。每个DEA质量方法都应用于聚集(包括单个DEA模型中的所有FQC)和分区外壳(解决每个潜在类的DEA模型,使得FQC仅与其对等组比较)。我们发现聚合的S / L方法的高效前沿不成比例地包括较小的FQCS,而聚合的S / Z方法的参考集包括许多较大的FQC。分区案例发现,S / L和S / Z聚合模型均不得比为效率分数的某些类别的(不同)成员。根据这些结果,我们将一般见解与使用这两种模型的权衡与诸如LCA等聚类方法一起使用。

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