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AI 根据所提供的论文材料归类:摘要明确研究潜在处理后变量定义的主层、因果效应识别及双重稳健估计。

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关注这篇论文的作者
Sizhu Lu
Zhichao Jiang
Peng Ding

连续处理后变量的主层分析:非参数识别与半参数估计

研究问题
当处理后变量连续、潜在主层有无穷多个时,如何识别和估计主层内的处理效应异质性及其效应曲面?
方法与思路
作者建立非参数识别与半参数估计理论,用工作模型近似因果效应曲面,并推导模型参数的有效影响函数。
材料陈述的贡献
摘要称填补连续处理后变量主层分析的理论缺口,构造双重稳健估计量,并在 R 包 continuousPCE 中实现。
阅读关注点
应核对主层效应的识别假设、工作模型对应的目标参数,以及双重稳健性要求哪些模型正确、何时达到效率界。
阅读边界
仅据所给 Crossref 摘要;识别假设、稳健性组合及模型近似误差未说明,不能直接认定具体应用中的效应已识别。

原文摘要

Abstract Post-treatment variables often complicate causal inference. They appear in many scientific problems, including non-compliance, truncation by death, mediation, and surrogate endpoint evaluation. Principal stratification is a strategy to address these challenges by adjusting for the potential values of the post-treatment variables, defined as the principal strata. It allows for characterizing treatment effect heterogeneity across principal strata and unveiling the mechanism of the treatment’s impact on the outcome related to post-treatment variables. However, the existing literature has primarily focused on binary post-treatment variables, leaving the case with continuous post-treatment variables largely unexplored. This gap persists due to the complexity of infinitely many principal strata, which present challenges to both the identification and estimation of causal effects. We fill this gap by providing nonparametric identification and semiparametric estimation theory for principal stratification with continuous post-treatment variables. We propose to use working models to approximate the underlying causal effect surfaces and derive the efficient influence functions of the corresponding model parameters. Based on the theory, we construct doubly robust estimators and implement them in the R package continuousPCE.

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