In a multiparameter estimation problem, for first-order efficient estimators, second-order Pitman admissibility, and Pitman closeness properties are studied. Bearing in mind the dominant role of Stein-rule estimators in multiparameter estimation theory, such second-order properties are also studied for shrinkage maximum likelihood estimators
In this paper, we study the performance of estimators of parametersof two-parameter exponential dist...
We consider component-wise estimation of order restricted location/scale parameters of a general biv...
In the presence of multicollinearity, the r - k class estimator is proposed as an alternative to the...
In a multiparameter estimation problem, for first-order efficient estimators, second-order Pitman ad...
In a multiparameter estimation problem, for first-order efficient estimators, second-order Pitman ad...
AbstractIn a multiparameter estimation problem, for first-order efficient estimators, second-order P...
Motivated by the first-order Pitman closeness of best asymptotically normal estimators and some rece...
According to Pitman (1937), an estimator X is closer than an estimator Y to a scalar parameter [thet...
Pitman's measure of closeness, closest estimator, Stein-type estimator, Brown-type estimator, equiva...
For a large class of distributions and large samples, it is shown that estimates of the variance σ2 ...
In this article, based on generalized order statistics from a family of proportional hazard rate mod...
The iterative Stein-rule estimator and the usual estimator of the error variance are compared under ...
We give an equivalent definition of Pitman’s closeness criterion, in terms of medians of the differe...
A general method for determining Pitman Nearness is given In the case of univariate estimators. This...
AbstractIn this article, a family of feasible generalized double k-class estimator in a linear regre...
In this paper, we study the performance of estimators of parametersof two-parameter exponential dist...
We consider component-wise estimation of order restricted location/scale parameters of a general biv...
In the presence of multicollinearity, the r - k class estimator is proposed as an alternative to the...
In a multiparameter estimation problem, for first-order efficient estimators, second-order Pitman ad...
In a multiparameter estimation problem, for first-order efficient estimators, second-order Pitman ad...
AbstractIn a multiparameter estimation problem, for first-order efficient estimators, second-order P...
Motivated by the first-order Pitman closeness of best asymptotically normal estimators and some rece...
According to Pitman (1937), an estimator X is closer than an estimator Y to a scalar parameter [thet...
Pitman's measure of closeness, closest estimator, Stein-type estimator, Brown-type estimator, equiva...
For a large class of distributions and large samples, it is shown that estimates of the variance σ2 ...
In this article, based on generalized order statistics from a family of proportional hazard rate mod...
The iterative Stein-rule estimator and the usual estimator of the error variance are compared under ...
We give an equivalent definition of Pitman’s closeness criterion, in terms of medians of the differe...
A general method for determining Pitman Nearness is given In the case of univariate estimators. This...
AbstractIn this article, a family of feasible generalized double k-class estimator in a linear regre...
In this paper, we study the performance of estimators of parametersof two-parameter exponential dist...
We consider component-wise estimation of order restricted location/scale parameters of a general biv...
In the presence of multicollinearity, the r - k class estimator is proposed as an alternative to the...