Addressing Disparities in the Propensity Score Distributions for Treatment Comparisons from Observational Studies

IF 0.9 Q4 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS
Stats Pub Date : 2022-12-02 DOI:10.3390/stats5040076
Tingting Zhou, M. Elliott, R. Little
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引用次数: 1

Abstract

Propensity score (PS) based methods, such as matching, stratification, regression adjustment, simple and augmented inverse probability weighting, are popular for controlling for observed confounders in observational studies of causal effects. More recently, we proposed penalized spline of propensity prediction (PENCOMP), which multiply-imputes outcomes for unassigned treatments using a regression model that includes a penalized spline of the estimated selection probability and other covariates. For PS methods to work reliably, there should be sufficient overlap in the propensity score distributions between treatment groups. Limited overlap can result in fewer subjects being matched or in extreme weights causing numerical instability and bias in causal estimation. The problem of limited overlap suggests (a) defining alternative estimands that restrict inferences to subpopulations where all treatments have the potential to be assigned, and (b) excluding or down-weighting sample cases where the propensity to receive one of the compared treatments is close to zero. We compared PENCOMP and other PS methods for estimation of alternative causal estimands when limited overlap occurs. Simulations suggest that, when there are extreme weights, PENCOMP tends to outperform the weighted estimators for ATE and performs similarly to the weighted estimators for alternative estimands. We illustrate PENCOMP in two applications: the effect of antiretroviral treatments on CD4 counts using the Multicenter AIDS cohort study (MACS) and whether right heart catheterization (RHC) is a beneficial treatment in treating critically ill patients.
解决观察性研究治疗比较倾向评分分布的差异
在因果效应的观察性研究中,基于倾向评分(PS)的方法,如匹配、分层、回归调整、简单和增强的逆概率加权,是控制观察到的混杂因素的常用方法。最近,我们提出了倾向预测的惩罚样条(PENCOMP),该方法使用回归模型对未分配治疗的结果进行乘法估算,该模型包括估计选择概率的惩罚样条和其他协变量。为了使PS方法可靠地工作,治疗组之间的倾向得分分布应该有足够的重叠。有限的重叠可能导致匹配的受试者较少,或者导致极端权重,从而导致因果估计中的数值不稳定和偏差。有限重叠的问题表明(a)定义替代估计,将推断限制在所有治疗都有可能被分配的亚群中,以及(b)排除或降低接受比较治疗之一的倾向接近于零的样本情况。当出现有限重叠时,我们比较了PENCOMP和其他PS方法对替代因果估计的估计。模拟表明,当存在极端权重时,PENCOMP往往优于ATE的加权估计量,并且表现与替代估计的加权估计类似。我们在两个应用中说明了PENCOMP:使用多中心艾滋病队列研究(MACS)抗逆转录病毒治疗对CD4计数的影响,以及右心导管插入术(RHC)是否是治疗危重患者的有益治疗方法。
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来源期刊
CiteScore
0.60
自引率
0.00%
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审稿时长
7 weeks
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