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定量暴露的因果推断。

Causal inference with a quantitative exposure.

作者信息

Zhang Zhiwei, Zhou Jie, Cao Weihua, Zhang Jun

机构信息

Division of Biostatistics, Office of Surveillance and Biometrics, Center for Devices and Radiological Health, Food and Drug Administration, Silver Spring, Maryland, USA

Division of Biostatistics, Office of Surveillance and Biometrics, Center for Devices and Radiological Health, Food and Drug Administration, Silver Spring, Maryland, USA.

出版信息

Stat Methods Med Res. 2016 Feb;25(1):315-35. doi: 10.1177/0962280212452333. Epub 2012 Jun 22.

Abstract

The current statistical literature on causal inference is mostly concerned with binary or categorical exposures, even though exposures of a quantitative nature are frequently encountered in epidemiologic research. In this article, we review the available methods for estimating the dose-response curve for a quantitative exposure, which include ordinary regression based on an outcome regression model, inverse propensity weighting and stratification based on a propensity function model, and an augmented inverse propensity weighting method that is doubly robust with respect to the two models. We note that an outcome regression model often imposes an implicit constraint on the dose-response curve, and propose a flexible modeling strategy that avoids constraining the dose-response curve. We also propose two new methods: a weighted regression method that combines ordinary regression with inverse propensity weighting and a stratified regression method that combines ordinary regression with stratification. The proposed methods are similar to the augmented inverse propensity weighting method in the sense of double robustness, but easier to implement and more generally applicable. The methods are illustrated with an obstetric example and compared in simulation studies.

摘要

当前关于因果推断的统计学文献大多关注二元或分类暴露,尽管在流行病学研究中经常会遇到定量性质的暴露。在本文中,我们回顾了用于估计定量暴露的剂量反应曲线的现有方法,这些方法包括基于结局回归模型的普通回归、基于倾向函数模型的逆概率加权和分层,以及对这两种模型具有双重稳健性的增强逆概率加权方法。我们注意到结局回归模型通常会对剂量反应曲线施加隐含约束,并提出一种灵活的建模策略来避免对剂量反应曲线进行约束。我们还提出了两种新方法:一种将普通回归与逆概率加权相结合的加权回归方法,以及一种将普通回归与分层相结合的分层回归方法。所提出的方法在双重稳健性方面与增强逆概率加权方法类似,但更易于实施且适用性更广。通过一个产科实例对这些方法进行了说明,并在模拟研究中进行了比较。

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