Title of article
ON AN INDEPENDENT RESULT USING ORDER STATISTICS AND THEIR CONCOMITANT
Author/Authors
SHEIKHI ، AYYUB - SHAHID BAHONAR UNIVERSITY OF KERMAN
Pages
10
From page
1
To page
10
Abstract
Let X1,X2,...,Xn have a jointly multivariate exchangeable normal distribution. In this work we investigate another proof of the independence of synX and S² using order statistics. We also assume that (Xi ; Yi), i =1, 2,..., n, jointly distributed in bivariate normal and establish the independence of the mean and the variance of concomitants of order statistics.
Keywords
skew normal , order statistics , concomitants , independence , multivariate exchangeable normal distribution , matrix normal , Kronecker product
Journal title
journal of mahani mathematical research center
Serial Year
2015
Journal title
journal of mahani mathematical research center
Record number
2467271
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