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Discussion on the common threshold of several exponential distributions with different rates

机译:关于几种不同速率指数分布的共同阈值的讨论

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摘要

The integration of results of independent studies in order to make inferences about a common threshold is an important problem with many practical applications. In this article, we apply the generalized variable method to make inferences on the common threshold of several exponential distributions when the scale (or rate) parameters are unknown and unequal. The merits of the proposed method are computed numerically and compared with other existing methods. Numerical results of both simulation studies and real data analyses show that the proposed method is applicable and its performance is better than other methods even when sample sizes are small.
机译:为了对一个共同的阈值进行推论,对独立研究结果的整合是许多实际应用中的重要问题。在本文中,当尺度(或比率)参数未知且不相等时,我们应用广义变量方法对几种指数分布的公共阈值进行推断。对该方法的优缺点进行了数值计算,并与其他现有方法进行了比较。仿真研究和实际数据分析的数值结果均表明,该方法是适用的,即使样本量很小,其性能也优于其他方法。

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