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基于存在非差异结局错分类情况下发生率比例偏倚的截断值确定的新准则。

A New Criterion for Determining a Cutoff Value Based on the Biases of Incidence Proportions in the Presence of Non-differential Outcome Misclassifications.

机构信息

From the Department of Health Data Science, Tokyo Medical University, Tokyo, Japan.

Research Center for Medical and Health Data Science, The Institute of Statistical Mathematics, Tokyo, Japan.

出版信息

Epidemiology. 2024 Sep 1;35(5):618-627. doi: 10.1097/EDE.0000000000001756. Epub 2024 Jul 5.

Abstract

When conducting database studies, researchers sometimes use an algorithm known as "case definition," "outcome definition," or "computable phenotype" to identify the outcome of interest. Generally, algorithms are created by combining multiple variables and codes, and we need to select the most appropriate one to apply to the database study. Validation studies compare algorithms with the gold standard and calculate indicators such as sensitivity and specificity to assess their validities. As the indicators are calculated for each algorithm, selecting an algorithm is equivalent to choosing a pair of sensitivity and specificity. Therefore, receiver operating characteristic curves can be utilized, and two intuitive criteria are commonly used. However, neither was conceived to reduce the biases of effect measures (e.g., risk difference and risk ratio), which are important in database studies. In this study, we evaluated two existing criteria from perspectives of the biases and found that one of them, called the Youden index always minimizes the bias of the risk difference regardless of the true incidence proportions under nondifferential outcome misclassifications. However, both criteria may lead to inaccurate estimates of absolute risks, and such property is undesirable in decision-making. Therefore, we propose a new criterion based on minimizing the sum of the squared biases of absolute risks to estimate them more accurately. Subsequently, we apply all criteria to the data from the actual validation study on postsurgical infections and present the results of a sensitivity analysis to examine the robustness of the assumption our proposed criterion requires.

摘要

当进行数据库研究时,研究人员有时会使用一种称为“病例定义”、“结果定义”或“可计算表型”的算法来确定感兴趣的结果。通常,算法是通过组合多个变量和代码创建的,我们需要选择最合适的算法应用于数据库研究。验证研究将算法与金标准进行比较,并计算敏感性和特异性等指标,以评估其有效性。由于为每个算法计算了指标,因此选择算法相当于选择一对敏感性和特异性。因此,可以使用受试者工作特征曲线,并且通常使用两个直观的标准。然而,这些标准都不是为了减少效果衡量的偏差(例如,风险差异和风险比)而设计的,这些偏差在数据库研究中很重要。在这项研究中,我们从偏差的角度评估了两个现有的标准,并发现其中一个称为 Youden 指数,无论在非差异结果分类错误下的真实发生率比例如何,它始终能最小化风险差异的偏差。然而,这两个标准都可能导致绝对风险的估计不准确,而这种性质在决策中是不可取的。因此,我们提出了一种基于最小化绝对风险偏差平方和的新标准,以更准确地估计它们。随后,我们将所有标准应用于实际手术后感染验证研究的数据,并进行敏感性分析以检验我们提出的标准所要求的假设的稳健性。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/85e6/11309335/2c2265a57e1a/ede-35-618-g001.jpg

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