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   Computing the moments of order statistics from independent nonidentically distributed exponentiated frechet variables  
   
نویسنده jamjoom a.a. ,al-saiary z.a.
منبع journal of probability and statistics - 2012 - شماره : 0
چکیده    The moments of order statistics (o.s.) arising from independent nonidentically distributed (inid) three parameter exponentiated frechet (ef) random variables (r.v.'s.) were computed using a theorem of barakat and abdelkader (2003). two methods of integration were used to find the moments. graphical representation of the probability density function (p.d.f.) and the cumulative distribution function (c.d.f.) of the rth o.s. arising from inid r.v.'s. from this distribution. calculations of the mean of the largest o.s. from a sample of size 2 were given for both inid and independent identically distributed (iid) r.v.'s. copyright © 2012 a. a. jamjoom and z. a. al-saiary.
آدرس department of statistics,king abdul-aziz university, Saudi Arabia, department of statistics,king abdul-aziz university, Saudi Arabia
 
     
   
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