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ADMISSIBILITY FOR LINEAR ESTIMATES ON REGRESSION COEFFICIENTS IN A GENERAL MULTIVARIATE LINEAR MODEL 被引量:4

ADMISSIBILITY FOR LINEAR ESTIMATES ON REGRESSION COEFFICIENTS IN A GENERAL MULTIVARIATE LINEAR MODEL
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摘要 In this paper,we discuss admissibility for linear estimates on regression coefficients in ageneral multivahate linear model.Eight kinds of definition for admissibility are given.Wehave proved that they can be divided into three identical subclassed in the class of linear estimates,and got necessary and sufficient conditions for admissible estimates on each subclass.Particularly.the eight kinds of admissibility are identify under a speCial case of the model. In this paper,we discuss admissibility for linear estimates on regression coefficients in ageneral multivahate linear model.Eight kinds of definition for admissibility are given.Wehave proved that they can be divided into three identical subclassed in the class of linear estimates,and got necessary and sufficient conditions for admissible estimates on each subclass.Particularly.the eight kinds of admissibility are identify under a speCial case of the model.
作者 谢民育
出处 《Acta Mathematica Scientia》 SCIE CSCD 1994年第3期329-337,共9页 数学物理学报(B辑英文版)
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