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一种考虑重叠性和不完全依从性来估计公共政策因果效应的自助法程序。

A bootstrap procedure to estimate the causal effect of a public policy, considering overlap and imperfect compliance.

作者信息

Cabras Stefano

机构信息

Department of Statistics, Carlos III University of Madrid, Getafe, Spain.

出版信息

J Appl Stat. 2024 Nov 17;52(7):1470-1484. doi: 10.1080/02664763.2024.2428994. eCollection 2025.

Abstract

This paper introduces a nonparametric bootstrap method for estimating the causal effects of public policy under the circumstances of imperfect compliance and overlap. It focuses on business investment subsidies in Sardinia by comparing firms eligible for the 1999 subsidies to those not, amid issues of imperfect compliance and overlapping programs. Bootstrap confidence intervals (CI) are proposed for the average effect of treatment on the sub-population of compliers. The obtained CIs are consistent across nominal levels and robust against data nonnormality; they show coverages of credible intervals close to nominal, suggesting effectiveness for assessing causal effects. Compared to other methods, the results of the new combination of a specific estimator for incompliance and the bootstrap align with those of more modern approaches such as Bayesian Additive Regression Trees and Causal forest.

摘要

本文介绍了一种在不完全依从和重叠情况下估计公共政策因果效应的非参数自助法。它通过比较符合1999年补贴条件的企业和不符合条件的企业,重点研究了撒丁岛的商业投资补贴情况,其中存在不完全依从和项目重叠的问题。针对依从者子群体的平均处理效应,提出了自助置信区间(CI)。所获得的置信区间在名义水平上是一致的,并且对数据非正态性具有鲁棒性;它们显示出可信区间的覆盖率接近名义水平,表明在评估因果效应方面是有效的。与其他方法相比,针对不依从情况的特定估计器与自助法的新组合结果与贝叶斯加法回归树和因果森林等更现代的方法一致。

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本文引用的文献

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