German Diabetes Center (DDZ), Leibniz Center for Diabetes Research at Heinrich-Heine-University Düsseldorf, Institue for Biometrics and Epidemiology, Düsseldorf; German Diabetes Center (DDZ), Leibniz Center for Diabetes Research at Heinrich-Heine-University Düsseldorf, Insitute for Clinical Diabetology, Düsseldorf; German Center for Diabetes Research, Partner Düsseldorf, München-Neuherberg; Division of Endocrinology and Diabetology, Medical Faculty and University Hospital Düsseldorf, Heinrich-Heine-University Düsseldorf; Centre for Health and Society, Medical Faculty and University Hospital Düsseldorf, Heinrich-Heine-University Düsseldorf.
Dtsch Arztebl Int. 2022 Feb 18;119(7):107-122. doi: 10.3238/arztebl.m2022.0076.
The findings of observational studies can be distorted by a number of factors. So-called confounders are well known, but distortion by collider bias (CB) has received little attention in medical research to date. The goal of this article is to present the principle of CB, and measures that can be taken to avoid it, by way of a few illustrative examples.
The findings of a selective review of the literature on CB are explained with illustrative examples.
The simplest case of a collider variable is one that is caused by at least two other variables. An example of CB is the observation that, among persons with diabetes, obesity is associated with lower mortality, even though it is associated with higher mortality in the general population. The false protective association between obesity and mortality arises from the restriction of the study population to persons with diabetes.
CB is a distortion that arises through restriction on or stratification by a collider variable, or through statistical adjustment for a collider variable in a regression model. CB can arise in many ways. The graphic representation of causal structures helps to identify potential sources of CB. It is important to distinguish confounders from colliders, as methods that serve to correct for confounding can themselves cause bias when applied to colliders. There is no generally applicable method for correcting CB.
观察性研究的结果可能会受到多种因素的影响。所谓的混杂因素是众所周知的,但迄今为止,在医学研究中,对由聚集性偏差(CB)引起的扭曲关注较少。本文的目的是通过一些说明性示例,介绍 CB 的原理以及可以采取的避免方法。
通过说明性示例解释对 CB 文献的选择性回顾结果。
聚集变量最简单的情况是至少由另外两个变量引起的变量。CB 的一个例子是,在糖尿病患者中,肥胖与较低的死亡率相关,尽管在一般人群中肥胖与较高的死亡率相关。肥胖与死亡率之间的虚假保护相关性是由于将研究人群限制在糖尿病患者中。
CB 是一种由于聚集变量的限制或分层,或在回归模型中对聚集变量进行统计调整而引起的扭曲。CB 可能以多种方式出现。因果结构的图形表示有助于识别 CB 的潜在来源。区分混杂因素和聚集因素很重要,因为用于纠正混杂因素的方法在应用于聚集因素时本身可能会导致偏差。没有一种普遍适用的方法可以纠正 CB。