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ARNOLD ZELLNER: SCIENTIST, LEADER, MENTOR, AND FRIEND

机译:阿诺·策尔纳(ARNOLD ZELLNER):科学家,领导者,导师和朋友

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This Special Issue is a tribute to Arnold Zellner as a scientist, as a leader in statistics and econometrics, as a mentor for young researchers, and as a wonderful friend of many. The idea of this issue was conceived in October 2010. The theme was clear: Bayesian Inference and Information, topics about which Arnold was quite passionate. Arnold was attracted by Jeffreys' work to the Bayesian paradigm for learning from data for inference about unknown quantities such as unobservable parameters and unobserved outcomes. He viewed Bayesian paradigm more broadly and Bayes rule as a learning mechanism that enables one to learn from data through the likelihood model when a prior distribution for the model's parameters can be formulated. But desire to learn from data does not necessarily endow one with a complete prior distribution that represents predata information, nor a likelihood model that represents data information. Zellner (1971) suggests the use of Jeffreys' prior "to represent knowing little about the value" of a parameter.
机译:本期特刊向Arnold Zellner致敬,他是科学家,统计学和计量经济学的领导者,年轻研究者的导师以及许多人的挚友。这个问题的想法是在2010年10月提出的。主题很明确:贝叶斯推理和信息,阿诺德非常感兴趣的主题。杰弗里斯(Jeffreys)的工作吸引了阿诺德(Arnold)进入贝叶斯(Bayesian)范式,以从数据中学习以推断未知量,例如不可观测的参数和不可观测的结果。他更广泛地看待贝叶斯范式,贝叶斯规则是一种学习机制,当可以为模型参数预先分配分布时,它可以通过似然模型从数据中学习。但是,渴望从数据中学习并不一定能使它具有代表先验数据信息的完整先验分布,也不必赋予代表数据信息的似然模型。 Zellner(1971)建议使用Jeffreys的先验“表示对参数值的了解很少”。

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