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Bayesian analysis for the exponentiated Rayleigh distribution

机译:指数瑞利分布的贝叶斯分析

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Statistical models such as gamma, Weibull, log-normal and generalized exponential models are extremely important in analyzing lifetime and industrial data. The exponentiated Rayleigh model can be used as an alternative to the gamma and Weibull models for analyzing data. In this article, Bayesian estimation and prediction for the exponentiated Rayleigh model, using informative and non-informative priors, have been considered. An importance sampling technique is used to estimate the parameters, as well as the reliability function. The Gibbs and Metropolis samplers are used to predict the behavior of future observations from the distribution. Two data sets are used to illustrate our procedures.
机译:诸如伽玛,威布尔(Weibull),对数正态和广义指数模型之类的统计模型在分析寿命和工业数据时非常重要。指数瑞利模型可以用作gamma和Weibull模型的替代数据分析。在本文中,已经考虑了使用信息性先验和非信息性先验对指数瑞利模型进行贝叶斯估计和预测。重要性采样技术用于估计参数以及可靠性函数。 Gibbs和Metropolis采样器用于根据分布预测未来观测的行为。使用两个数据集来说明我们的过程。

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