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Optimal statistical decisions for hospital report cards.

机译:医院报告卡的最佳统计决策。

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PURPOSE: Hospital report cards provide information designed to help patients and providers to make decisions. The purpose of this study was to place the design of hospital report cards into a decision-theoretic framework. The authors' objectives were 2-fold: 1st, to determine what the choice of significance level implies about the relative value of the different types of misclassifications that can arise. Second, to determine optimal significance levels for specific cost functions describing the relative costs associated with different types of misclassifications. METHODS: Using a previously published theoretical model for hospital mortality, the authors computed false positive (i.e., falsely classified as providing poor-quality care) and false negative (falsely classified as providing good-quality care) rates. First, they determined the cost functions for false negatives and false positives that are implicitly associated with the use of significance levels of 0.05 and 0.01 for identifying hospitals with higher than average mortality. Second, they determined the levels of statistical significance that should be chosen to minimize predefined cost functions, thus minimizing costs associated with misclassifying hospitals. RESULTS: The lower the statistical significance level required for identifying hospitals with higher than average mortality, the lower the implicit cost of false negatives compared to false positives. For a given significance level, the greater the number of patients treated at each hospital or the greater the proportion of truly poorly performing hospitals, the lower the value of the implicit cost incurred by a false negative compared to that for a false positive. For cost functions that put a high relative penalty on false negatives compared to false positives, the use of significance levels of 0.05 or 0.01 does not result in optimal decisions across expected number of patients treated at each hospital or proportions of truly poor-quality care. CONCLUSIONS: Hospital report cards that usesignificance levels of either 0.05 or 0.01 to identify hospitals that have statistically significantly higher than average mortality make implicit assumptions about cost functions, and the values of the optimal cost function vary across scenarios.
机译:目的:医院报告卡提供旨在帮助患者和提供者做出决定的信息。这项研究的目的是将医院报告卡的设计纳入决策理论框架。作者的目标有两个方面:第一,确定显着性水平的选择对可能出现的不同类型错误分类的相对价值意味着什么。其次,确定特定成本函数的最佳重要性水平,以描述与不同类型的错误分类相关的相对成本。方法:使用先前发表的理论上的医院死亡率理论模型,作者计算出误报率(即错误地归类为提供质量差的护理)和误报率(错误地归类为提供高质量的护理)的比率。首先,他们确定了假阴性和假阳性的成本函数,这与使用显着性水平0.05和0.01来确定死亡率高于平均水平的医院隐含关联。其次,他们确定了应该选择的统计显着性水平,以最小化预定义的成本函数,从而最小化与医院分类错误相关的成本。结果:确定高于平均死亡率的医院所需的统计显着性水平越低,与假阳性相比,假阴性的隐性成本越低。在给定的显着性水平下,每家医院接受治疗的患者人数越多,或者真正表现欠佳的医院所占的比例越大,与假阳性相比,假阴性所产生的隐性成本值越低。对于成本函数,与假阳性相比,假阴性产生较高的相对惩罚,显着性水平0.05或0.01的使用并不能在每家医院接受治疗的预期患者人数或真正质量欠佳的护理比例中做出最佳决策。结论:医院报告卡使用0.05或0.01的显着性水平来确定统计学上显着高于平均死亡率的医院,对成本函数进行了隐式假设,并且最佳成本函数的值随情况而异。

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