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On estimating percentiles of the Weibull distribution by the linear regression method

机译:用线性回归方法估计威布尔分布的百分位数

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摘要

Probability estimators developed previously by the authors have been used to obtain unbiased estimates of the Weibull parameters by the linear regression method. Using these unbiased estimators, percentiles of the Weibull distribution have been estimated. Since these percentiles are determined from the estimated parameters, they also have distributions and subsequently are determined for five sample sizes. Analysis has shown that the distributions of these estimated percentiles are neither normal, lognormal, three-parameter Weibull nor three-parameter log-Weibull. A new methodology to estimate the percentile with a specified level of confidence has been introduced. The step-by-step use of the methodology is demonstrated by examples in this paper.
机译:作者先前开发的概率估计器已用于通过线性回归方法获得Weibull参数的无偏估计。使用这些无偏估计量,可以估计出威布尔分布的百分位数。由于这些百分位数是根据估算的参数确定的,因此它们也具有分布,并随后针对五个样本大小进行确定。分析表明,这些估计百分位数的分布既不是正态,对数正态,三参数威布尔,也不是三参数对数威布尔。引入了一种新的方法来估计具有指定置信度的百分位数。本文中的示例演示了该方法的逐步使用。

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