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Maximum-entropy Conjugate Priors of Variance under Normal Distribution

机译:正态分布下方差的最大熵共轭先验

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摘要

Confirming the priors in reason is the key of the Bayesian statistic. In this paper,according to two different kinds of prior information, the maximum-entropy conjugate priors of the variance based on the known expectation of the normal distribution are discussed. And the prior is used in the BDLM based on the unknown observation variance.
机译:合理确定先验是贝叶斯统计的关键。本文根据两种不同的先验信息,讨论了基于正态分布已知期望的方差的最大熵共轭先验。并基于未知的观测方差在BDLM中使用先验。

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