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ESTIMATION OF THE RECIPROCAL OF THE MEAN OF THE INVERSE GAUSSIAN DISTRIBUTION WITH PRIOR INFORMATION

机译:利用先验信息估计高斯逆分布的均值倒数

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摘要

The Inverse Gaussian distribution was first introduced by (Schrodinger, 1915). Stemming from the earlier work by Cfweedie, 1947), the Inverse Gaussian (IG) distribution has received considerable attention in the statistical literature during the last two decades. Over the years it has found applications in different areas ranging from reliability and life testing to meteorology, biology, economics, medicine, market surveys and remote sensing. See (Seshadri, 1999) for an extensive list of applications (Sen and Khattree, 2000). The review paper by (Folks and Chhikara, 1978) has presented various interesting properties of the IG distribution. There are various alternative forms of a IG distribution available in the literature. Out of these we choose to work with the most familiar one having probability density function (p.d.f).
机译:高斯逆分布最早由(Schrodinger,1915)引入。高斯逆分布(IG)分布源于Cfweedie(1947年)的早期工作,在过去的二十年中,在统计文献中受到了相当大的关注。多年来,它已在从可靠性和寿命测试到气象学,生物学,经济学,医学,市场调查和遥感的不同领域中找到了应用。有关广泛的应用程序列表,请参阅(Seshadri,1999)(Sen和Khattree,2000)。 (Folks and Chhikara,1978)的评论文章介绍了IG分布的各种有趣特性。文献中提供了IG分布的各种替代形式。其中,我们选择与最熟悉的具有概率密度函数(p.d.f)的人一起工作。

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