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具有多个中介变量的灵活中介分析

Flexible Mediation Analysis With Multiple Mediators.

作者信息

Steen Johan, Loeys Tom, Moerkerke Beatrijs, Vansteelandt Stijn

出版信息

Am J Epidemiol. 2017 Jul 15;186(2):184-193. doi: 10.1093/aje/kwx051.

Abstract

The advent of counterfactual-based mediation analysis has triggered enormous progress on how, and under what assumptions, one may disentangle path-specific effects upon combining arbitrary (possibly nonlinear) models for mediator and outcome. However, current developments have largely focused on single mediators because required identification assumptions prohibit simple extensions to settings with multiple mediators that may depend on one another. In this article, we propose a procedure for obtaining fine-grained decompositions that may still be recovered from observed data in such complex settings. We first show that existing analytical approaches target specific instances of a more general set of decompositions and may therefore fail to provide a comprehensive assessment of the processes that underpin cause-effect relationships between exposure and outcome. We then outline conditions for obtaining the remaining set of decompositions. Because the number of targeted decompositions increases rapidly with the number of mediators, we introduce natural effects models along with estimation methods that allow for flexible and parsimonious modeling. Our procedure can easily be implemented using off-the-shelf software and is illustrated using a reanalysis of the World Health Organization's Large Analysis and Review of European Housing and Health Status (WHO-LARES) study on the effect of mold exposure on mental health (2002-2003).

摘要

基于反事实的中介分析的出现,引发了在如何以及在何种假设下,将任意(可能是非线性)的中介模型和结果模型结合起来以剖析特定路径效应方面的巨大进展。然而,目前的进展主要集中在单一中介上,因为所需的识别假设禁止简单扩展到多个可能相互依赖的中介的情况。在本文中,我们提出了一种在这种复杂情况下仍可从观测数据中恢复的获得细粒度分解的程序。我们首先表明,现有的分析方法针对的是更一般的一组分解的特定实例,因此可能无法全面评估支撑暴露与结果之间因果关系的过程。然后,我们概述了获得其余分解集的条件。由于目标分解的数量随着中介数量的增加而迅速增加,我们引入了自然效应模型以及允许灵活且简约建模的估计方法。我们的程序可以使用现成的软件轻松实现,并通过对世界卫生组织关于霉菌暴露对心理健康影响的欧洲住房与健康状况大型分析与回顾(WHO - LARES)研究(2002 - 2003年)的重新分析进行说明。

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