Wald-z asymptotic methods, with and without a continuity correction, have less than nominal coverage probability characteristics but continue to be used. Newcombe\u27s hybrid method and the Agresti-Caffo methods have coverage probabilities that are near nominal for either equal or unequal samples. Newcombe\u27s hybrid and Agresti-Caffo methods demonstrate superior coverage properties
This study constructed a quadratic-based interval estimator for binomial proportion p. The modified ...
Asymptotic inferences about a linear combination of K independent binomial proportions are very freq...
Well-recommended methods of forming ‘confidence intervals’ for a binomial proportion give interval e...
Wald-z asymptotic methods, with and without a continuity correction, have less than nominal coverage...
We address the classic problem of interval estimation of a binomial proportion. The Wald interval p^...
The behavior of the Wald-z, Wald-c, Quesenberry-Hurst, Wald-m and Agresti-Min methods was investigat...
In this paper we gave an Edgeworth expansion for the studentized difference of two binomial proporti...
The construction of a confidence interval for a binomial parameter is a basic analysis in statistica...
We propose a new adjustment for constructing an improved version of theWald interval for linear com...
Statistical methods for carrying out asymptotic inferences (tests or confidence intervals) relative ...
We revisit the problem of interval estimation of a binomial proportion. The erratic behavior of the ...
Motivated by a study on comparing sensitivities and specificities of two diagnostic tests in a paire...
Coverage for Welch’s technique was less than the confidence-level when size was inversely proportion...
Several methods are available for generating confidence intervals for rate difference, rate ratio, o...
We address the classic problem of interval estimation of a binomial proportion. The Wald interval p...
This study constructed a quadratic-based interval estimator for binomial proportion p. The modified ...
Asymptotic inferences about a linear combination of K independent binomial proportions are very freq...
Well-recommended methods of forming ‘confidence intervals’ for a binomial proportion give interval e...
Wald-z asymptotic methods, with and without a continuity correction, have less than nominal coverage...
We address the classic problem of interval estimation of a binomial proportion. The Wald interval p^...
The behavior of the Wald-z, Wald-c, Quesenberry-Hurst, Wald-m and Agresti-Min methods was investigat...
In this paper we gave an Edgeworth expansion for the studentized difference of two binomial proporti...
The construction of a confidence interval for a binomial parameter is a basic analysis in statistica...
We propose a new adjustment for constructing an improved version of theWald interval for linear com...
Statistical methods for carrying out asymptotic inferences (tests or confidence intervals) relative ...
We revisit the problem of interval estimation of a binomial proportion. The erratic behavior of the ...
Motivated by a study on comparing sensitivities and specificities of two diagnostic tests in a paire...
Coverage for Welch’s technique was less than the confidence-level when size was inversely proportion...
Several methods are available for generating confidence intervals for rate difference, rate ratio, o...
We address the classic problem of interval estimation of a binomial proportion. The Wald interval p...
This study constructed a quadratic-based interval estimator for binomial proportion p. The modified ...
Asymptotic inferences about a linear combination of K independent binomial proportions are very freq...
Well-recommended methods of forming ‘confidence intervals’ for a binomial proportion give interval e...