Azzam, A. (1989). An "Optimal" Subclass of Linear Unbiased Estimators. The Egyptian Statistical Journal, 33(2), 176-186. doi: 10.21608/esju.1989.316535
Abdul-Mordy Azzam. "An "Optimal" Subclass of Linear Unbiased Estimators". The Egyptian Statistical Journal, 33, 2, 1989, 176-186. doi: 10.21608/esju.1989.316535
Azzam, A. (1989). 'An "Optimal" Subclass of Linear Unbiased Estimators', The Egyptian Statistical Journal, 33(2), pp. 176-186. doi: 10.21608/esju.1989.316535
Azzam, A. An "Optimal" Subclass of Linear Unbiased Estimators. The Egyptian Statistical Journal, 1989; 33(2): 176-186. doi: 10.21608/esju.1989.316535
An "Optimal" Subclass of Linear Unbiased Estimators
Azzam, Birkes and Seely (1988) studied the problem of characterizing an "optimal' class of linear unbiased estimators. This "optimal" class is the class of all admissible linear unbiased estimators (ALUE's) of an estimable parametric function in linear models. In this paper, a simplification of Azzam el.al. (1988) results concerning calculating ALUE's will be introduced using the subclass G of g-inverses constructed by Zyskind and Martin (1969). Also, a generalization of Zskind and Mertin (1969) results concerning best linear unbiased estimators (BLUE's) is introduced.
View on SCiNiTO
Top