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A method for estimating parameters and quantiles of the three-parameter inverse Gaussian distribution based on statistics invariant to unknown location

机译:基于未知位置不变统计量的三参数逆高斯分布参数和分位数估计方法

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摘要

The inverse Gaussian (IG) distribution, also known as the Wald distribution, is a long-tailed positively skewed distribution and a well-known lifetime distribution. In this paper, we propose an efficient method of estimation for the parameters and quantiles of the three-parameter IG distribution, which is based on statistics invariant to unknown location. Through a Monte Carlo simulation study, we then show that the proposed method performs well compared with other prominent methods in terms of bias and variance. Finally, we present two illustrative examples.
机译:逆高斯(IG)分布(也称为Wald分布)是长尾正偏分布,并且是众所周知的寿命分布。在本文中,我们提出了一种基于未知位置不变的统计量的三参数IG分布参数和分位数估计的有效方法。通过蒙特卡洛模拟研究,我们然后证明了该方法在偏差和方差方面与其他突出方法相比表现良好。最后,我们给出两个说明性的例子。

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