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The role of the c-statistic in variable selection for propensity score models.

机译:C统计在倾向分数模型的变量选择中的作用。

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摘要

The applied literature on propensity scores has often cited the c-statistic as a measure of the ability of the propensity score to control confounding. However, a high c-statistic in the propensity model is neither necessary nor sufficient for control of confounding. Moreover, use of the c-statistic as a guide in constructing propensity scores may result in less overlap in propensity scores between treated and untreated subjects; this may require the analyst to restrict populations for inference. Such restrictions may reduce precision of estimates and change the population to which the estimate applies. Variable selection based on prior subject matter knowledge, empirical observation, and sensitivity analysis is preferable and avoids many of these problems.
机译:所应用的文献倾向于倾向分数通常引用了C统计学,作为倾向评分控制混杂能力的衡量标准。 然而,倾向模型中的高C统计学既不是必要的也不足以控制混杂。 此外,作为构建倾斜分数的引导件的C统计的用途可能导致处理和未经处理的受试者之间的倾向分数较少; 这可能要求分析师限制推理的群体。 这种限制可以减少估计的精度,并改变估计所适用的人口。 基于先前主题知识,经验观察和敏感性分析的可变选择是优选的,避免了许多这些问题。

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