ON CHARACTERIZATIONS OF CONTINUOUS DISTRIBUTIONS BY CONDITIONAL EXPECTATIONS OF UPPER RECORD VALUES

descriptionPublicationkeyboard_double_arrow_right Article , Other literature type 15 Aug 2012 English Publisher:Chungcheong Mathematical SocietyJournal:Journal of the Chungcheong Mathematical Society, volume 25, pages 501-505 (issn: 1226-3524,

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Authors: Hyun-Woo Jin; Min-Young Lee;

doi: 10.14403/jcms.2012.25.3.501

ON CHARACTERIZATIONS OF CONTINUOUS DISTRIBUTIONS BY CONDITIONAL EXPECTATIONS OF UPPER RECORD VALUES

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Abstract

In this paper, general classes of continuous distributions are characterized by considering the conditional expectations of functions of upper record statistics. The specific distribution considered as a particular case of the general class of distribution are Exponential, Exponential Power(EP), Inverse Weibull, Beta Gumbel, Modified Weibull(MW), Weibull, Pareto, Power, Singh-Maddala, Gumbel, Rayleigh, Gompertz, Extream value 1, Beta of the first kind, Beta of the second kind and Lomax.

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Dankook University
Korea (Republic of)

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