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Bayesian inference for causal mediation effects using principal stratification with dichotomous mediators and outcomes

机译:贝叶斯推论基于因果调解的主要分层与二分调解人和结果

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Most investigations in the social and health sciences aim to understand the directional or causal relationship between a treatment or risk factor and outcome. Given the multitude of pathways through which the treatment or risk factor may affect the outcome, there is also an interest in decomposing the effect of a treatment of risk factor into "direct" and "mediated" effects. For example, child's socioeconomic status (risk factor) may have a direct effect on the risk of death (outcome) and an effect that may be mediated through the adulthood socioeconomic status (mediator). Building on the potential outcome framework for causal inference, we develop a Bayesian approach for estimating direct and mediated effects in the context of a dichotomous mediator and dichotomous outcome, which is challenging as many parameters cannot be fully identified. We first define principal strata corresponding to the joint distribution of the observed and counterfactual values of the mediator, and define associate, dissociative, and mediated effects as functions of the differences in the mean outcome under differing treatment assignments within the principal strata. We then develop the likelihood properties and calculate nonparametric bounds of these causal effects assuming randomized treatment assignment. Because likelihood theory is not well developed for nonidentifiable parameters, we consider a Bayesian approach that allows the direct and mediated effects to be expressed in terms of the posterior distribution of the population parameters of interest. This range can be reduced by making further assumptions about the parameters that can be encoded in prior distribution assumptions. We perform sensitivity analyses by using several prior distributions that make weaker assumptions than monotonicity or the exclusion restriction. We consider an application that explores the mediating effects of adult poverty on the relationship between childhood poverty and risk of death.
机译:社会科学和卫生科学中的大多数研究旨在了解治疗或风险因素与结果之间的方向或因果关系。考虑到治疗或危险因素可通过多种途径影响结果的途径,也有兴趣将危险因素的治疗效果分解为“直接”和“介导”作用。例如,儿童的社会经济地位(风险因素)可能对死亡风险(结果)有直接影响,并可能通过成年时期的社会经济地位(调解人)进行调节。基于因果推理的潜在结果框架,我们开发了一种贝叶斯方法,用于估计二分调解人和二分结果的情况下的直接和中介效应,这是一个挑战,因为许多参数无法完全确定。我们首先定义与观察者和反事实值的联合分布相对应的主要层次,然后根据主要层次内不同治疗分配下平均结局差异的函数来定义关联,分离和介导的效应。然后,我们假设随机处理分配,发展似然属性并计算这些因果效应的非参数范围。因为对于不可识别的参数,似然性理论还没有得到很好的发展,所以我们考虑了一种贝叶斯方法,该方法允许直接和介导的影响用感兴趣的种群参数的后验分布来表示。通过对可以在先前的分布假设中编码的参数进行进一步的假设,可以减小该范围。我们通过使用一些先验分布进行敏感性分析,这些先验分布的假设比单调性或排除限制要弱。我们考虑了一个应用程序,该应用程序探讨了成人贫困对儿童贫困与死亡风险之间关系的中介作用。

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