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    On New Moment Estimation of Parameters of the Gamma Distribution Using its Characterization

    In this paper, the more convenient estimators of both parameters of the gamma distribution are proposed by using its characterization, and shown to be more efficient than the maximum likelihood estimator and t...

    Tea-Yuan Hwang, **-Huang Huang in Annals of the Institute of Statistical Mathematics (2002)

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    On a Characterization of the Gamma Distribution: The Independence of the Sample Mean and the Sample Coefficient of Variation

    Let n≥ 3 and let X 1,...,X n be positive i.i.d. random variables whose common distribution function f has a continuous p.d.f. Using earlier work of the present authors and a me...

    Tea-Yuan Hwang, Chin-Yuan Hu in Annals of the Institute of Statistical Mathematics (1999)

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    On the joint distribution of Grubbs' statistics

    In this paper, the joint pdf's of Grubbs' statistics for normal and exponential populations are obtained; and relationship between the two pdf's is established. New formulations of the first marginal pdf of Gr...

    Tea-Yuan Hwang, Chin-Yuan Hu in Annals of the Institute of Statistical Mathematics (1994)

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    On the joint distribution of studentized order statistics

    In this paper, the joint distribution of some special linear combinations of the (internally) studentized order statistics are derived for both normal and exponential populations; the exact relationship betwee...

    Tea-Yuan Hwang, Chin-Yuan Hu in Annals of the Institute of Statistical Mathematics (1994)

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    More comparisons of MLE with UMVUE for exponential families

    Under some regularity conditions, the asymptotic expected deficiency (AED) of the maximum likelihood estimator (MLE) relative to the uniformly minimum variance unbiased estimator (UMVUE) for a given one-parame...

    Tea-Yuan Hwang, Chin-Yuan Hu in Annals of the Institute of Statistical Mathematics (1990)