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Comparison of estimation methods for the Marshall-Olkin extended Lindley distribution

机译:Marshall-Olkin扩展Lindley分布的估计方法的比较

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The aim of this paper is to compare the parameters' estimations of the Marshall-Olkin extended Lindley distribution obtained by six estimation methods: maximum likelihood, ordinary least-squares, weighted least-squares, maximum product of spacings, Cramer-von Mises and Anderson-Darling. The bias, root mean-squared error, average absolute difference between the true and estimate distributions' functions and the maximum absolute difference between the true and estimate distributions' functions are used as comparison criteria. Although the maximum product of spacings method is not widely used, the simulation study concludes that it is highly competitive with the maximum likelihood method.
机译:本文的目的是比较通过六种估计方法获得的Marshall-Olkin扩展Lindley分布的参数估计:最大似然,普通最小二乘法,加权最小二乘,间距的最大乘积,Cramer-von Mises和Anderson -宠儿。比较标准使用偏差,均方根误差,真实分布和估计分布函数之间的平均绝对差以及真实分布和估计分布函数之间的最大绝对差。尽管最大乘积法没有得到广泛应用,但仿真研究得出的结论是它与最大似然法具有很高的竞争力。

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