首页> 外文期刊>Cybernetics and Systems Analysis >SEARCH FOR THE UPPER BOUND OF BAYESIAN ESTIMATES OF THE PARAMETER IN AN EXPONENTIAL FAILURE MODEL WITH TWO KNOWN QUANTILES OF AN A PRIORI DISTRIBUTION FUNCTION
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SEARCH FOR THE UPPER BOUND OF BAYESIAN ESTIMATES OF THE PARAMETER IN AN EXPONENTIAL FAILURE MODEL WITH TWO KNOWN QUANTILES OF AN A PRIORI DISTRIBUTION FUNCTION

机译:具有先验分布函数的两个已知数量的指数失效模型中参数贝叶斯估计的上界搜索。

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摘要

A fast exact algorithm of searching for the upper bound of Bayesian estimates for the parameter of the exponential distribution under the condition that an a priori distribution belongs to the class of all distribution functions with two equal quantiles. This problem arises in analyzing the sensitivity of Bayesian estimates to the choice of an a priori distribution in an exponential failure model.
机译:在先验分布属于具有两个相等分位数的所有分布函数的类的条件下,搜索指数分布参数的贝叶斯估计上限的快速精确算法。在分析贝叶斯估计对指数失效模型中先验分布的选择的敏感性时会出现此问题。

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