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and its transformed model
AF=(Fy,   FXβσ2FV   F1)
, where V is nonnegative definite and X can be rank-deficient, the expressions for the differences of the estimates for the vector of FXβ and the variance factor σ2 are given. Moreover, the necessary and sufficient conditions for the equalities of the estimates for the vector of FXβ and the variance factor σ2 are also established. In the meantime, works in Baksalary and Kala (1981) are strengthened and consequences in Puntanen and Nurhonen (1992), and Puntanen (1996) are extended.

The blue and minque in Gauss-Markoff model with linear transformation of the observable variables
Authors:Baoxue Zhang  
Institution:aDepartment of Statistics, Northeast Normal University, Changchun 130024, China;bDepartment of Mathematics, Beijing Institute of Technology, Beijing 100081, China
Abstract:For a singular linear model
A=(y,Xβ,σV)
Keywords:Singular linear model  BLUE  MINQUE  linear transformation
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