2008Journal of Neijiang Normal UniversityRequires access

Stochastic Comparisons of Order Statistics from Weibull Distributions

Jianglin Fang

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Abstract

For two independent samples with weibull distributions,it is proved that the order statistic of weibull distribution is larger in stochastic order when the shape parameter is smaller than or equal to 1.However,when the shaper parameter is lager than 1,we only obtain that the minima is larger and maxima is smaller in stochastic order.

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For two independent samples with weibull distributions,it is proved that the order statistic of weibull distribution is larger in stochastic order when the shape parameter is smaller than or equal to 1.However,when the shaper parameter is lager than 1,we only obtain that the minima is larger and maxima is smaller in stochastic order.

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Available abstract

For two independent samples with weibull distributions,it is proved that the order statistic of weibull distribution is larger in stochastic order when the shape parameter is smaller than or equal to 1.However,when the shaper parameter is lager than 1,we only obtain that the minima is larger and maxima is smaller in stochastic order.

Key concepts: Weibull distribution, Order statistic, Maxima and minima, Statistic, Mathematics, Statistics, Maxima, Shape parameter

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