We write a linear model in the form Y=Xβ+Uξ, where β is an unknown parameter and ξ is a hypothetical random variable with a given dispersion structure but containing unknown parameters called variance and covariance components. A new method of estimation called MINQUE (Minimum Norm Quadratic Unbiased Estimation) developed in a previous article [5] is extended for the estimation of variance and covariance components
Let Y=Xβ + e be a Gauss-Markoff linear model such that E(e)=0 and D(e), the dispersion matrix o...
AbstractThe variance of a quadratic function of the random variables in a linear model is minimized ...
AbstractFor the unknown positive parameter σ2 in a general linear model ℳ={y,Xβ,σ2Σ}, the two common...
The paper consists of two parts. The first part deals with solutions to some optimization problems. ...
The paper consists of two parts. The first part deals with solutions to some optimization problems. ...
AbstractEstimation of variance components in linear model theory is presented as an application of e...
In this thesis, we describe the method of MINQUE (C. R. Rao (1970)) and its various generalizations ...
AbstractThe paper consists of two parts. The first part deals with solutions to some optimization pr...
AbstractEstimation of variance components in linear model theory is presented as an application of e...
Starting with the general linear model Y=Xβ+ε where E(εε')=θ1V1+ ... +θpVp, the theory of minimum no...
The Minimum Norm Quadratic Unbiased Invariant Estimator of the estimable linear function of the unkn...
The Minimum Norm Quadratic Unbiased Invariant Estimator of the estimable linear function of the unkn...
46 pages, 1 article*Detailed Derivations for Minque and Mivque Estimation of Variance Components fro...
International audienceWe study a mixed linear model with two variance components. We suppose that on...
AbstractThe variance of a quadratic function of the random variables in a linear model is minimized ...
Let Y=Xβ + e be a Gauss-Markoff linear model such that E(e)=0 and D(e), the dispersion matrix o...
AbstractThe variance of a quadratic function of the random variables in a linear model is minimized ...
AbstractFor the unknown positive parameter σ2 in a general linear model ℳ={y,Xβ,σ2Σ}, the two common...
The paper consists of two parts. The first part deals with solutions to some optimization problems. ...
The paper consists of two parts. The first part deals with solutions to some optimization problems. ...
AbstractEstimation of variance components in linear model theory is presented as an application of e...
In this thesis, we describe the method of MINQUE (C. R. Rao (1970)) and its various generalizations ...
AbstractThe paper consists of two parts. The first part deals with solutions to some optimization pr...
AbstractEstimation of variance components in linear model theory is presented as an application of e...
Starting with the general linear model Y=Xβ+ε where E(εε')=θ1V1+ ... +θpVp, the theory of minimum no...
The Minimum Norm Quadratic Unbiased Invariant Estimator of the estimable linear function of the unkn...
The Minimum Norm Quadratic Unbiased Invariant Estimator of the estimable linear function of the unkn...
46 pages, 1 article*Detailed Derivations for Minque and Mivque Estimation of Variance Components fro...
International audienceWe study a mixed linear model with two variance components. We suppose that on...
AbstractThe variance of a quadratic function of the random variables in a linear model is minimized ...
Let Y=Xβ + e be a Gauss-Markoff linear model such that E(e)=0 and D(e), the dispersion matrix o...
AbstractThe variance of a quadratic function of the random variables in a linear model is minimized ...
AbstractFor the unknown positive parameter σ2 in a general linear model ℳ={y,Xβ,σ2Σ}, the two common...