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- W2280571638 abstract "Independent random variables Y1 ,...,Y n belongs to the pro- portional reversed hazard rate (PRHR) model with proportionality pa- rameters λ1, ..., λn ,i fYk ∼ G λk (x), for k =1 , ..., n ,w hereG is an ab- solutely continuous distribution function. In this paper we compare the smallest order statistics, the sample ranges and the ratios of the smallest and largest order statistics of two sets of independent random variables belonging to PRHR model, in the sense of (reversed) hazard rate order, likelihood ratio order and dispersive order, when the variables in one set have proportionality parameters λ1, ..., λn and the variables in the other set are independent and identically distributed with common parameter λ = n=1 λk/n. We also compare the relative degree of dependence between the smallest and the largest order statistics of these samples whit respect to the monotone regression dependence order." @default.
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- W2280571638 date "2011-03-10" @default.
- W2280571638 modified "2023-09-24" @default.
- W2280571638 title "STOCHASTIC AND DEPENDENCE COMPARISONS BETWEEN EXTREME ORDER STATISTICS IN THE CASE OF PROPORTIONAL REVERSED HAZARD MODEL" @default.
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