JOURNAL ARTICLE

Bayes Double Sample Estimation Procedures

Arthur CohenHarold B. Sackrowitz

Year: 1984 Journal:   The Annals of Statistics Vol: 12 (3)   Publisher: Institute of Mathematical Statistics

Abstract

Bayes double sample procedures are given for estimating the mean of exponential family distributions. The distribution can be multiparameter and so the case of normal mean with unknown variance is included. Linear combination loss functions are usually assumed. Stein's double sample procedure, and other intuitive double sample procedures for estimating a binomial parameter, are studied. Recommendations are given, including guidelines for the size of the initial samples.

Keywords:
Mathematics Statistics Exponential family Bayes' theorem Sample size determination Sample (material) Double exponential function Negative binomial distribution Binomial distribution Applied mathematics Exponential function Bayesian probability Poisson distribution Mathematical analysis

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Citation History

Topics

Statistical Distribution Estimation and Applications
Physical Sciences →  Mathematics →  Statistics and Probability
Advanced Statistical Methods and Models
Physical Sciences →  Mathematics →  Statistics and Probability
Statistical Methods and Bayesian Inference
Physical Sciences →  Mathematics →  Statistics and Probability

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