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Partial Identification of the Distribution of Treatment Effects in Switching Regime Models and itsConfidence Sets

机译:转换体制模型及其置信度集中治疗效果分布的部分识别

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摘要

In this paper, we establish sharp bounds on the joint distribution of potential outcomes and thedistribution of treatment effects in parametric switching regime models with normal mean-variancemixture errors and in the semi-parametric switching regime models of Heckman (1990). Our results forparametric switching regime models with normal mean-variance mixture errors extend some existingresults for the Gaussian switching regime model and our results for semi-parametric switching regimemodels supplement the point identification results of Heckman (1990). Compared with thecorresponding sharp bounds when selection is random, we observe that self-selection tightens thebounds on the joint distribution of the potential outcomes and the distribution of treatment effects.These bounds depend on the identified model parameters only and can be easily estimated once theidentified model parameters are estimated. The important issue of inference is briefly discussed.
机译:在本文中,我们建立了具有潜在均值和混合误差的参数转换方案模型以及Heckman(1990)的半参数转换方案模型中潜在结果联合分布和治疗效果分布的严格界限。我们的具有正常均方差混合误差的参数切换方案模型的结果扩展了高斯切换方案模型的一些现有结果,而我们的半参数切换方案模型的结果补充了Heckman(1990)的点识别结果。与随机选择时相应的锐利边界相比,我们发现自我选择收紧了潜在结果联合分布和治疗效果分布的边界。这些边界仅取决于已确定的模型参数,并且一旦确定了模型就可以轻松估算估计参数。简要讨论了重要的推理问题。

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