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Jeffreys priors for mixture estimation: properties and alternatives

机译:Jeffreys混合物估算的先驱:性质和替代品

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摘要

While Jeffreys priors usually are well-defined for the parameters of mixturesof distributions, they are not available in closed form. Furthermore, theyoften are improper priors. Hence, they have never been used to draw inferenceon the mixture parameters. The implementation and the properties of Jeffreyspriors in several mixture settings are studied. It is shown that the associatedposterior distributions most often are improper. Nevertheless, the Jeffreysprior for the mixture weights conditionally on the parameters of the mixturecomponents will be shown to have the property of conservativeness with respectto the number of components, in case of overfitted mixture and it can betherefore used as a default priors in this context.
机译:杰弗里斯先验通常对分布的混合参数进行了明确定义,但不能以封闭形式提供。此外,它们通常是不适当的先验。因此,它们从未被用来对混合参数进行推断。研究了Jeffreyspriors在几种混合环境中的实现和属性。结果表明,相关的后验分布通常是不正确的。但是,在混合量过大的情况下,将根据混合组分的参数有条件地确定混合物权重的Jeffreysprior具有相对于组分数的保守性,因此可以在此情况下用作默认先验。

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