Bayesian sample-size determination for one and two Poisson rate parameters with applications to quality control |
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Authors: | James D. Stamey Dean M. Young Tom L. Bratcher |
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Affiliation: | a Department of Statistical Science, Baylor University, Waco, TX, USA |
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Abstract: | We formulate Bayesian approaches to the problems of determining the required sample size for Bayesian interval estimators of a predetermined length for a single Poisson rate, for the difference between two Poisson rates, and for the ratio of two Poisson rates. We demonstrate the efficacy of our Bayesian-based sample-size determination method with two real-data quality-control examples and compare the results to frequentist sample-size determination methods. |
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Keywords: | Average coverage criterion interval estimators HPD intervals coverage probability |
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