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在回顾性病例对照研究中对选择偏倚进行校正。

Adjusting for selection bias in retrospective, case-control studies.

作者信息

Geneletti Sara, Richardson Sylvia, Best Nicky

机构信息

Department of Epidemiology and Public Health, Imperial College School of Medicine, London, UK.

出版信息

Biostatistics. 2009 Jan;10(1):17-31. doi: 10.1093/biostatistics/kxn010. Epub 2008 May 14.

Abstract

Retrospective case-control studies are more susceptible to selection bias than other epidemiologic studies as by design they require that both cases and controls are representative of the same population. However, as cases and control recruitment processes are often different, it is not always obvious that the necessary exchangeability conditions hold. Selection bias typically arises when the selection criteria are associated with the risk factor under investigation. We develop a method which produces bias-adjusted estimates for the odds ratio. Our method hinges on 2 conditions. The first is that a variable that separates the risk factor from the selection criteria can be identified. This is termed the "bias breaking" variable. The second condition is that data can be found such that a bias-corrected estimate of the distribution of the bias breaking variable can be obtained. We show by means of a set of examples that such bias breaking variables are not uncommon in epidemiologic settings. We demonstrate using simulations that the estimates of the odds ratios produced by our method are consistently closer to the true odds ratio than standard odds ratio estimates using logistic regression. Further, by applying it to a case-control study, we show that our method can help to determine whether selection bias is present and thus confirm the validity of study conclusions when no evidence of selection bias can be found.

摘要

回顾性病例对照研究比其他流行病学研究更容易受到选择偏倚的影响,因为根据设计,它们要求病例和对照都代表同一人群。然而,由于病例和对照的招募过程往往不同,必要的可交换性条件是否成立并不总是显而易见的。当选择标准与所研究的风险因素相关时,通常会出现选择偏倚。我们开发了一种方法,该方法可以产生比值比的偏差调整估计值。我们的方法取决于两个条件。第一个条件是可以识别一个将风险因素与选择标准分开的变量。这被称为“偏差打破”变量。第二个条件是可以找到数据,以便获得偏差打破变量分布的偏差校正估计值。我们通过一组例子表明,这种偏差打破变量在流行病学环境中并不罕见。我们通过模拟证明,我们的方法产生的比值比估计值始终比使用逻辑回归的标准比值比估计值更接近真实比值比。此外,通过将其应用于一项病例对照研究,我们表明我们的方法可以帮助确定是否存在选择偏倚,从而在找不到选择偏倚证据时确认研究结论的有效性。

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