动态层次模型

D. Gamerman, H. Migon
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引用次数: 85

摘要

在贝叶斯的观点下,对横断面数据的时间序列进行分析。林德利和史密斯提出的先验分布和分层参数线性模型对信息进行建模,哈里森和史蒂文斯提出的动态线性模型被合并到一个总体框架中。这包括计量经济学和实验设计中提出的许多模型。推导了模型的性质,并重新评估了收缩估计值。讨论了数据信息在各层次间的演化、平滑和传递。给出了未知标量观测方差下的推理,并对非线性情况进行了推广
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Dynamic Hierarchical Models
An analysis of a time series of cross-sectional data is considered under a Bayesian perspective. Information is modelled in terms of prior distributions and stratified parametric linear models developed by Lindley and Smith and dynamic linear models developed by Harrison and Stevens are merged into a general framework. This is shown to include many models proposed in econometrics and experimental design. Properties of the model are derived and shrinkage estimators reassessed. Evolution, smoothing and passage of data information through the levels of the hierarchy are discussed. Inference with an unknown scalar observation variance is drawn and an extension to the non-linear case is proposed
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