Add to ORKGWieand's theorem on equivalence of limiting approximate Bahadur efficiency and limiting Pitman efficiency is extended in several ways. Conditions on monotonicity and continuity are obviated, composite null hypotheses are incorporated, and the implications of a weaker form of Wieand's Condition III * are investigated
The shortcoming of a test is the difference between the maximal attainable power and the power of th...
This paper presents three definitions which are natural combination of the definitions of asymptotic...
SUMMARY. The paper revisits Basu’s Theorem, and documents some of its many applications in statistic...
Wieand's theorem on equivalence of limiting approximate Bahadur efficiency and limiting Pitman effic...
AbstractThe limiting (as the significance level approaches 0) Pitman efficiency of a new “regression...
Albert’s Theorem, which is closely related to general results on Schur complements can be successful...
Motivated by the first-order Pitman closeness of best asymptotically normal estimators and some rece...
Pitman efficiency is the oldest known efficiency. Most of the known results for computing the Pitma...
Axioms of monotonicity, efficiency and continuity are shown to characterize the relative majority ru...
We discuss various qualification assumptions that allow calculus rules for limiting subhessians to b...
The notion of Bahadur efficiency for test statistics is extended to the sequential case and illustra...
URL des Cahiers : https://halshs.archives-ouvertes.fr/CAHIERS-MSEVoir aussi l'article basé sur ce do...
AbstractThe notion of observational equivalence in Milner's CCS can be viewed as a limit of finite a...
The analogue of Hammersley\u27s theorem on the length of the longest monotonic subsequence of indepe...
textabstractA general procedure for extending finite-dimensional "additive-like" representations for...
The shortcoming of a test is the difference between the maximal attainable power and the power of th...
This paper presents three definitions which are natural combination of the definitions of asymptotic...
SUMMARY. The paper revisits Basu’s Theorem, and documents some of its many applications in statistic...
Wieand's theorem on equivalence of limiting approximate Bahadur efficiency and limiting Pitman effic...
AbstractThe limiting (as the significance level approaches 0) Pitman efficiency of a new “regression...
Albert’s Theorem, which is closely related to general results on Schur complements can be successful...
Motivated by the first-order Pitman closeness of best asymptotically normal estimators and some rece...
Pitman efficiency is the oldest known efficiency. Most of the known results for computing the Pitma...
Axioms of monotonicity, efficiency and continuity are shown to characterize the relative majority ru...
We discuss various qualification assumptions that allow calculus rules for limiting subhessians to b...
The notion of Bahadur efficiency for test statistics is extended to the sequential case and illustra...
URL des Cahiers : https://halshs.archives-ouvertes.fr/CAHIERS-MSEVoir aussi l'article basé sur ce do...
AbstractThe notion of observational equivalence in Milner's CCS can be viewed as a limit of finite a...
The analogue of Hammersley\u27s theorem on the length of the longest monotonic subsequence of indepe...
textabstractA general procedure for extending finite-dimensional "additive-like" representations for...
The shortcoming of a test is the difference between the maximal attainable power and the power of th...
This paper presents three definitions which are natural combination of the definitions of asymptotic...
SUMMARY. The paper revisits Basu’s Theorem, and documents some of its many applications in statistic...