The notion of Bahadur efficiency for test statistics is extended to the sequential case and illustrated in the specific context of testing one-sided hypotheses about a normal mean. An analog of Bahadur\u27s theorem on the asymptotic optimality of the likelihood ratio statistic is seen to hold in the normal case. Some possible definitions of attained level for a sequential experiment are considered
Suppose that X has density {f(x, theta)=exp(theta x-psi(theta)} (with respect to some measure nu), w...
It has been shown, under certain conditions, by Bahadur, Chandra, and Lambert (1982) that in the non...
Sequential tests for a stepped-up reliability estimator and coefficient alpha are developed. In a ...
This thesis deals with two topics in asymptotic statistics. A concept of asymptotic optimality for s...
The sequential probability ratio test is an efficient test procedure compared to the fixed sample si...
AbstractFor many testing problems several different tests may have optimal exact Bahadur slope. The ...
After a brief review of recent advances in sequential analysis involving sequential generalized like...
The problem of sequentially testing two simple hypotheses is considered for i.i.d. observations. We ...
Wald’s [A. Wald, Sequential Analysis, Wiley, New York, 1947] sequential probability ratio test (SPRT...
The problem of sequential testing of multiple hypotheses is considered, and two candidate sequential...
AbstractIn previous papers [Approximate and local Bahadur efficiency of linear rank tests in the two...
A sequential Wald test for discrimination of two simple hypotheses θ = θ1 and θ = θ2 with boundaries...
Suppose that X has density f(x,θ)=exp(θx-ψ(θ)} (with respect to some measure v),where θ∈(θ,θ),∞≤θ≤+∞...
Statistical hypothesis testing is an integral part of the scientific process. When employed to make ...
Abstract: After a brief review of recent advances in sequential analysis involving sequential genera...
Suppose that X has density {f(x, theta)=exp(theta x-psi(theta)} (with respect to some measure nu), w...
It has been shown, under certain conditions, by Bahadur, Chandra, and Lambert (1982) that in the non...
Sequential tests for a stepped-up reliability estimator and coefficient alpha are developed. In a ...
This thesis deals with two topics in asymptotic statistics. A concept of asymptotic optimality for s...
The sequential probability ratio test is an efficient test procedure compared to the fixed sample si...
AbstractFor many testing problems several different tests may have optimal exact Bahadur slope. The ...
After a brief review of recent advances in sequential analysis involving sequential generalized like...
The problem of sequentially testing two simple hypotheses is considered for i.i.d. observations. We ...
Wald’s [A. Wald, Sequential Analysis, Wiley, New York, 1947] sequential probability ratio test (SPRT...
The problem of sequential testing of multiple hypotheses is considered, and two candidate sequential...
AbstractIn previous papers [Approximate and local Bahadur efficiency of linear rank tests in the two...
A sequential Wald test for discrimination of two simple hypotheses θ = θ1 and θ = θ2 with boundaries...
Suppose that X has density f(x,θ)=exp(θx-ψ(θ)} (with respect to some measure v),where θ∈(θ,θ),∞≤θ≤+∞...
Statistical hypothesis testing is an integral part of the scientific process. When employed to make ...
Abstract: After a brief review of recent advances in sequential analysis involving sequential genera...
Suppose that X has density {f(x, theta)=exp(theta x-psi(theta)} (with respect to some measure nu), w...
It has been shown, under certain conditions, by Bahadur, Chandra, and Lambert (1982) that in the non...
Sequential tests for a stepped-up reliability estimator and coefficient alpha are developed. In a ...