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首页> 外文期刊>American Journal of Epidemiology >Simple Estimation of Patient-Oriented Effects From Randomized Trials: An Open and Shut CACE
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Simple Estimation of Patient-Oriented Effects From Randomized Trials: An Open and Shut CACE

机译:从随机试验中以患者为导向的效果的简单估计:开放式和封闭式CACE

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In randomized controlled trials, the intention-to-treat estimator provides an unbiased estimate of the causal effect of treatment assignment on the outcome. However, patients often want to know what the effect would be if they were to take the treatment as prescribed (the patient-oriented effect), and several researchers have suggested that the more relevant causal effect for this question is the complier average causal effect (CACE), also referred to as the local average treatment effect. Sophisticated approaches to estimating the CACE include Bayesian and frequentist methods for principal stratification, inverse-probability-of-treatment-weighted estimators, and instrumental-variable (IV) analysis. All of these approaches exploit information about adherence to assigned treatment to improve upon the intention-to-treat estimator, but they are rarely used in practice, probably because of their complexity. The IV principal stratification estimator is simple to implement but has had limited use in practice, possibly due to lack of familiarity. Here, we show that the IV principal stratification estimator is a modified per-protocol estimator that should be obtainable from any randomized controlled trial, and we provide a closed form for its robust variance (and its uncertainty). Finally, we illustrate sensitivity analyses we conducted to assess inference in light of potential violations of the exclusion restriction assumption.
机译:在随机对照试验中,意向治疗估计量提供了治疗分配对结果的因果关系的无偏估计。但是,患者通常想知道如果按照处方进行治疗会产生什么样的效果(以患者为导向的效果),并且一些研究人员建议,与该问题最相关的因果关系是合规的平均因果关系( CACE),也称为局部平均治疗效果。估算CACE的复杂方法包括用于主要分层的贝叶斯方法和惯常论方法,加权处理的估计概率的逆估计和工具变量(IV)分析。所有这些方法都利用有关坚持治疗的信息来改善意向性估计量,但实际上由于其复杂性而很少在实践中使用。 IV主分层估计器易于实现,但实际上可能由于缺乏了解而在实践中使用受限。在这里,我们表明IV主分层估计量是修改后的每个协议的估计量,可以从任何随机对照试验中获得,并且为其鲁棒方差(及其不确定性)提供了封闭形式。最后,我们说明了敏感性分析,我们根据潜在的违反排他性限制假设的评估来评估推理。

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