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Estimation of causal effects of binary treatments in unconfounded studies with one continuous covariate

机译:在一个连续协变量的无混淆研究中估算二元治疗的因果关系

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摘要

The estimation of causal effects in nonrandomized studies should comprise two distinct phases: design, with no outcome data available; and analysis of the outcome data according to a specified protocol. Here, we review and compare point and interval estimates of common statistical procedures for estimating causal effects (i.e. matching, subclassification, weighting, and model-based adjustment) with a scalar continuous covariate and a scalar continuous outcome. We show, using an extensive simulation, that some highly advocated methods have poor operating characteristics. In many conditions, matching for the point estimate combined with within-group matching for sampling variance estimation, with or without covariance adjustment, appears to be the most efficient valid method of those evaluated. These results provide new conclusions and advice regarding the merits of currently used procedures.
机译:非随机研究中因果关系的估计应包括两个不同的阶段:设计,没有可用的结果数据;并根据指定的协议分析结果数据。在这里,我们回顾并比较常见统计程序的点和区间估计值,以估计具有标量连续协变量和标量连续结果的因果效应(即匹配,子分类,权重和基于模型的调整)。我们通过广泛的仿真显示,一些备受推崇的方法具有较差的操作特性。在许多情况下,点估计值的匹配与组内匹配的采样方差估计的组合(带有或不带有协方差调整)似乎是所评估方法中最有效的有效方法。这些结果为当前使用程序的优点提供了新的结论和建议。

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