具有溢出效应的贝叶斯合成控制方法:估算 2011 年苏丹分裂的经济成本

Shosei Sakaguchi, Hayato Tagawa
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引用次数: 0

摘要

合成控制法(SCM)被广泛应用于面板数据的因果推断,尤其是在处理单位较少时。SCM 假定稳定单位处理值假设(SUTVA),即潜在结果不受其他单位处理状态的影响。然而,干预措施往往不仅影响治疗单位,也影响未治疗单位,这就是所谓的溢出效应。本研究介绍了一种新颖的面板数据方法,该方法扩展了单因素模型,以考虑溢出效应,并同时估计治疗效应和溢出效应。该方法利用空间自回归面板数据模型来考虑溢出效应。我们还提出了使用贝叶斯马蹄先验进行正则化的贝叶斯推断方法。我们将提出的方法应用于两项实证研究:评估加利福尼亚烟草税对消费的影响,以及估算 2011 年苏丹分裂对人均 GDP 的经济影响。
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Bayesian Synthetic Control Methods with Spillover Effects: Estimating the Economic Cost of the 2011 Sudan Split
The synthetic control method (SCM) is widely used for causal inference with panel data, particularly when there are few treated units. SCM assumes the stable unit treatment value assumption (SUTVA), which posits that potential outcomes are unaffected by the treatment status of other units. However, interventions often impact not only treated units but also untreated units, known as spillover effects. This study introduces a novel panel data method that extends SCM to allow for spillover effects and estimate both treatment and spillover effects. This method leverages a spatial autoregressive panel data model to account for spillover effects. We also propose Bayesian inference methods using Bayesian horseshoe priors for regularization. We apply the proposed method to two empirical studies: evaluating the effect of the California tobacco tax on consumption and estimating the economic impact of the 2011 division of Sudan on GDP per capita.
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