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Comment: Bayesian Checking of the Second Level of Hierarchical Models: Cross-Validated Posterior Predictive Checks Using Discrepancy Measures

机译:评论:层次模型第二级的贝叶斯检验:使用差异测度的交叉验证后验预测

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摘要

We compliment Bayard and Castellanos (BC) on producing an interesting and insightful paper on model checking applied to the second level of hierarchical models. Distributions of test statistics (functions of the observed data not involving parameters) for judging appropriateness of hierarchical models typically involve nuisance (i.e., unknown) parameters. BC (2007) focus on ways to remove the dependency on nuisance parameters so that test statistics can be used to assess models, either through p-values or Berger's relative predictive surprise (RPS). They demonstrate shortcomings in terms of very low power of posterior predictive checks and a posterior empirical Bayesian method. They also demonstrate better performance of their partial posterior predictive (ppp) method over a prior empirical Bayesian method. Methods of Dey et al. (1998), O'Hagan (2003) and Marshall and Spiegel-halter (2003) also are compared.
机译:我们赞扬Bayard和Castellanos(BC)撰写了一篇有趣的,有见地的关于应用于第二层层次模型的模型检查的论文。用来判断层次模型是否适当的测试统计数据(观察数据的功能不涉及参数)的分布通常涉及令人讨厌(即未知)的参数。 BC(2007)专注于消除对扰动参数的依赖性的方法,以便可以通过p值或Berger的相对预测性惊喜(RPS)使用检验统计量来评估模型。他们在后验预测检查和后验贝叶斯方法的功效很低方面表现出缺点。他们还证明了其部分后验预测(ppp)方法优于先前的经验贝叶斯方法。 Dey等人的方法。 (1998),O'Hagan(2003)和Marshall and Spiegel-halter(2003)也进行了比较。

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