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ADMISSIBILITY OF LINEAR ESTIMATORS OF REGRESSION COEFFICIENTS IN THE CLASS OF ALL ESTIMATORS UNDER THE MATRIX LOSS FUNCTION 被引量:1
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作者 陈建宝 詹金龙 《Systems Science and Mathematical Sciences》 SCIE EI CSCD 1991年第2期139-147,共9页
For the general fixed effects linear model:Y=Xτ+ε,ε~N(0,V)(or N(0,σ<sup>2</sup>V)),V≥0,we obtain the necessary and sufficient condition for LY+α to be admissible for Sτ in the class of allest... For the general fixed effects linear model:Y=Xτ+ε,ε~N(0,V)(or N(0,σ<sup>2</sup>V)),V≥0,we obtain the necessary and sufficient condition for LY+α to be admissible for Sτ in the class of allestimators under matrix loss function(d-Sτ)(d-Sτ)′;for the general random effects linear model:Y=Xβ+ε,(?)where (?)=XV<sub>11</sub>X′+XV<sub>12</sub>+V<sub>21</sub>X′+V<sub>22</sub>≥0,we also obtain the necessary and sufficient condition for LY+α to be admissible for Sα+Qβin the class of all estimators under matrix loss function(d-Sα-Qβ)(d-Sα-Qβ)′. 展开更多
关键词 Admissble linear ESTIMATOR regression COEFFICIENT MATRIX LOSS
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