Add to ORKGAbstract. Each statistic, which is pairwise sufficient and (in a natural sense) countably complete, is a minimal pairwise sufficient statistic. The Basu theorem for pairwise suffcient statistic is also obtained. 1
With the help of certain inequalities concerning the elements of the dispersion matrix of a set of s...
A statistic S = s(Y) is sufficient for θ, in the family of models f(y; θ); θ ∈ Θ, if and only if f(y...
A matrix of discrimination measures (discrimination probabilities, numerical estimates of dissimilar...
Assume that every probability measure P in P of a statistical structure (X, A, P) has a density p(x,...
SUMMARY. The paper revisits Basu’s Theorem, and documents some of its many applications in statistic...
In most of statistical inferences we propose a sufficient statistic for the family of distributions ...
In this note, we establish the statistical completeness of a family of conditional distributions of ...
Conditional completeness is shown to provide a sufficient condition for maximal ancillarity. Using p...
Conditional completeness is shown to provide a sufficient condition for maximal ancillarity. Using p...
In this paper we characterize the continuous linear sufficient statistics for a dominated collection...
A property of distributions admitting sufficient statistics is obtained, connecting the likelihood f...
ABSTRACT. Partly of an expository nature, this article brings together a number of notions related t...
Albert’s Theorem, which is closely related to general results on Schur complements can be successful...
The main conclusion of this paper can be described as follows. Consider a statistical decision probl...
In statistical inference one of the most important properties that an estimator of an unknown parame...
With the help of certain inequalities concerning the elements of the dispersion matrix of a set of s...
A statistic S = s(Y) is sufficient for θ, in the family of models f(y; θ); θ ∈ Θ, if and only if f(y...
A matrix of discrimination measures (discrimination probabilities, numerical estimates of dissimilar...
Assume that every probability measure P in P of a statistical structure (X, A, P) has a density p(x,...
SUMMARY. The paper revisits Basu’s Theorem, and documents some of its many applications in statistic...
In most of statistical inferences we propose a sufficient statistic for the family of distributions ...
In this note, we establish the statistical completeness of a family of conditional distributions of ...
Conditional completeness is shown to provide a sufficient condition for maximal ancillarity. Using p...
Conditional completeness is shown to provide a sufficient condition for maximal ancillarity. Using p...
In this paper we characterize the continuous linear sufficient statistics for a dominated collection...
A property of distributions admitting sufficient statistics is obtained, connecting the likelihood f...
ABSTRACT. Partly of an expository nature, this article brings together a number of notions related t...
Albert’s Theorem, which is closely related to general results on Schur complements can be successful...
The main conclusion of this paper can be described as follows. Consider a statistical decision probl...
In statistical inference one of the most important properties that an estimator of an unknown parame...
With the help of certain inequalities concerning the elements of the dispersion matrix of a set of s...
A statistic S = s(Y) is sufficient for θ, in the family of models f(y; θ); θ ∈ Θ, if and only if f(y...
A matrix of discrimination measures (discrimination probabilities, numerical estimates of dissimilar...