In this paper, we derive rst some results on the Shannon entropy in order statistics and their concomitants arising from a sequence of f(Xi; Yi) : i = 1; 2; :::g independent and identically distributed (iid) random variables from the bivariate normal distribution and extend our results to a collection C(X; Y ) = f(Xr1:n; Y[r1:n]); (Xr2:n; Y[r2:n]); :::; (Xrk:n; Y[rk:n])g of order sta- tistics and their concomitants. We nally compute the value of the Shannon entropy in order statistics and their concomitants from a bivariate normal distribution.
NAGHAVY,M , MADADI,M and AMIRZADEH,V . (2013). SHANNON ENTROPY IN ORDER STATISTICS AND THEIR
CONCOMITANS FROM BIVARIATE NORMAL DISTRIBUTION. Journal of Mahani Mathematical Research, 1(2), 111-118. doi: 10.22103/jmmrc.2013.566
MLA
NAGHAVY,M , , MADADI,M , and AMIRZADEH,V . "SHANNON ENTROPY IN ORDER STATISTICS AND THEIR
CONCOMITANS FROM BIVARIATE NORMAL DISTRIBUTION", Journal of Mahani Mathematical Research, 1, 2, 2013, 111-118. doi: 10.22103/jmmrc.2013.566
HARVARD
NAGHAVY M, MADADI M, AMIRZADEH V. (2013). 'SHANNON ENTROPY IN ORDER STATISTICS AND THEIR
CONCOMITANS FROM BIVARIATE NORMAL DISTRIBUTION', Journal of Mahani Mathematical Research, 1(2), pp. 111-118. doi: 10.22103/jmmrc.2013.566
CHICAGO
M NAGHAVY, M MADADI and V AMIRZADEH, "SHANNON ENTROPY IN ORDER STATISTICS AND THEIR
CONCOMITANS FROM BIVARIATE NORMAL DISTRIBUTION," Journal of Mahani Mathematical Research, 1 2 (2013): 111-118, doi: 10.22103/jmmrc.2013.566
VANCOUVER
NAGHAVY M, MADADI M, AMIRZADEH V. SHANNON ENTROPY IN ORDER STATISTICS AND THEIR
CONCOMITANS FROM BIVARIATE NORMAL DISTRIBUTION. J. Mahani Math. Res.. 2013;1(2):111-118. doi: 10.22103/jmmrc.2013.566
