具有时变介质、治疗和混杂因素的有效和灵活的中介分析

IF 1.7 4区 医学 Q2 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS
Iván Díaz, Nicholas T Williams, K. Rudolph
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引用次数: 0

摘要

理解干预措施的作用机制是科学探究的一个主要的总体目标。使用数据实现这一目标的统计方法的集合称为中介分析。自然的直接和间接效应提供了与科学直觉相匹配的中介定义,但它们在存在时变混淆时无法识别。已经提出了干预效应作为解决这一问题的方法,但现有的估计方法仅限于假设介质、治疗和混杂因素之间的简单(例如线性)和不现实的关系。我们在一般纵向数据结构中提出了干预效应的识别结果,该数据结构允许在治疗-结果、治疗-中介和中介-结果关系的规范中具有灵活性。识别是在标准的无未测量混杂因素和积极性假设下实现的。在本文中,我们研究了半参数效率理论对于识别中介参数的泛函,包括非参数效率界,并提出了非参数效率估计。我们的估计器的实现仅依赖于回归算法的可用性,并且在允许分析人员使用任意回归机制的一般框架中开发了估计器。估计量是双鲁棒的,n \sqrt{n} -一致,渐近高斯,在慢收敛速率下使用的回归算法。这允许使用灵活的机器学习进行回归,同时允许通过置信区间和p - p值对不确定性进行量化。GitHub上有一个实现这些方法的免费开源R包。我们对阿片类药物使用障碍的两种药物试验中的一个激励例子应用了拟议的估计量,其中我们估计了两种治疗方法在阿片类药物使用风险方面的差异在多大程度上是由渴望症状介导的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Efficient and flexible mediation analysis with time-varying mediators, treatments, and confounders
Abstract Understanding the mechanisms of action of interventions is a major general goal of scientific inquiry. The collection of statistical methods that use data to achieve this goal is referred to as mediation analysis. Natural direct and indirect effects provide a definition of mediation that matches scientific intuition, but they are not identified in the presence of time-varying confounding. Interventional effects have been proposed as a solution to this problem, but existing estimation methods are limited to assuming simple (e.g., linear) and unrealistic relations between the mediators, treatments, and confounders. We present an identification result for interventional effects in a general longitudinal data structure that allows flexibility in the specification of treatment-outcome, treatment-mediator, and mediator-outcome relationships. Identification is achieved under the standard no-unmeasured-confounders and positivity assumptions. In this article, we study semi-parametric efficiency theory for the functional identifying the mediation parameter, including the non-parametric efficiency bound, and was used to propose non-parametrically efficient estimators. Implementation of our estimators only relies on the availability of regression algorithms, and the estimators in a general framework that allows the analyst to use arbitrary regression machinery were developed. The estimators are doubly robust, n \sqrt{n} -consistent, asymptotically Gaussian, under slow convergence rates for the regression algorithms used. This allows the use of flexible machine learning for regression while permitting uncertainty quantification through confidence intervals and p p -values. A free and open-source R package implementing the methods is available on GitHub. The proposed estimator to a motivating example from a trial of two medications for opioid-use disorder was applied, where we estimate the extent to which differences between the two treatments on risk of opioid use are mediated by craving symptoms.
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来源期刊
Journal of Causal Inference
Journal of Causal Inference Decision Sciences-Statistics, Probability and Uncertainty
CiteScore
1.90
自引率
14.30%
发文量
15
审稿时长
86 weeks
期刊介绍: Journal of Causal Inference (JCI) publishes papers on theoretical and applied causal research across the range of academic disciplines that use quantitative tools to study causality.
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