Department of Epidemiology, Harvard University, Boston, MA, U.S.A.; Department of Biostatistics, Harvard University, Boston, MA, U.S.A.
Stat Med. 2013 Nov 20;32(26):4567-80. doi: 10.1002/sim.5864. Epub 2013 Jun 7.
An important scientific goal of studies in the health and social sciences is increasingly to determine to what extent the total effect of a point exposure is mediated by an intermediate variable on the causal pathway between the exposure and the outcome. A causal framework has recently been proposed for mediation analysis, which gives rise to new definitions, formal identification results and novel estimators of direct and indirect effects. In the present paper, the author describes a new inverse odds ratio-weighted approach to estimate so-called natural direct and indirect effects. The approach, which uses as a weight the inverse of an estimate of the odds ratio function relating the exposure and the mediator, is universal in that it can be used to decompose total effects in a number of regression models commonly used in practice. Specifically, the approach may be used for effect decomposition in generalized linear models with a nonlinear link function, and in a number of other commonly used models such as the Cox proportional hazards regression for a survival outcome. The approach is simple and can be implemented in standard software provided a weight can be specified for each observation. An additional advantage of the method is that it easily incorporates multiple mediators of a categorical, discrete or continuous nature.
健康和社会科学研究的一个重要科学目标是越来越多地确定暴露点的总效应在暴露与结果之间的因果途径上通过中间变量来介导的程度。最近提出了一种因果框架用于中介分析,这产生了新的定义、形式识别结果和直接和间接效应的新估计量。在本文中,作者描述了一种新的逆优势比加权方法来估计所谓的自然直接和间接效应。该方法使用与暴露和中介物相关的优势比函数的倒数作为权重,它是通用的,因为它可以用于分解实践中常用的许多回归模型中的总效应。具体来说,该方法可用于具有非线性链接函数的广义线性模型中的效应分解,以及其他一些常用模型,如生存结果的 Cox 比例风险回归。该方法简单,可以在标准软件中实现,只要为每个观察值指定一个权重。该方法的另一个优点是它可以轻松地包含分类、离散或连续性质的多个中介。