Results 231 to 240 of about 136,484 (249)
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Journal of Veterinary Pharmacology and Therapeutics, 1991
In this note it is argued that the principal characteristic of the confidence intervals proposed by Bartoszynski & Powers (1990) is not primarily the fact that they are of minimum length but that they are Bayesian highest posterior density intervals. A simple iterative process for determining the ends of the interval is presented.
Andrew P Grieve
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In this note it is argued that the principal characteristic of the confidence intervals proposed by Bartoszynski & Powers (1990) is not primarily the fact that they are of minimum length but that they are Bayesian highest posterior density intervals. A simple iterative process for determining the ends of the interval is presented.
Andrew P Grieve
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A Note on the Construction of Highest Posterior Density Intervals
Applied Statistics, 1986This note deals with the numerical construction of highest posterior density intervals and the related problem of evaluating tail area probabilities. The methods described are applicable to univariate unimodal probability density functions. The problem of making inferences about the spread of a normal distribution is used as an example.
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Computation of the highest posterior density interval in bayesian analysis
Journal of Statistical Computation and Simulation, 1993Noyan Turkkan, T. Pham-Gia
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A note on the progressive overlap of two alternative Bayesian intervals
Communications in Statistics - Theory and Methods, 2021Fulvio De Santis, Stefania Gubbiotti
exaly
International Journal of Environmental Research and Public Health, 2021
Fulvio De Santis, Stefania Gubbiotti
exaly
Fulvio De Santis, Stefania Gubbiotti
exaly
Confidence intervals for the variance and difference of variances of Birnbaum-Saunders distributions
Journal of Statistical Computation and Simulation, 2022Wisunee Puggard +2 more
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Monte Carlo Estimation of Bayesian Credible and HPD Intervals
Journal of Computational and Graphical Statistics, 1999Ming-Hui Chen, Qi-Man Shao
exaly
Bayesian Mixture Labeling by Highest Posterior Density
Journal of the American Statistical Association, 2009Weixin Yao
exaly
Improvement on Monte Carlo estimation of HPD intervals
Communications in Statistics Part B: Simulation and Computation, 2020Hoa Le, Uyen Pham, Phuong Nguyen
exaly
Simulation-efficient shortest probability intervals
Statistics and Computing, 2015Andrew Gelman, Tian Zheng
exaly