M. Ghosh and G. Meeden. Bayesian Methods for Finite Population Sampling. Chapman and Hall, London, 1997. Home/Search Document Not in Database Summary Related Articles Check |
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A noninformative Bayesian approach to domain estimation - Meeden (2003) Self-citation (Meeden) (Correct)
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M. Ghosh and G. Meeden. Bayesian Methods for Finite Population Sampling. Chapman and Hall, London, 1997.
A noninformative Bayesian approach to small area estimation - Meeden (2002) Self-citation (Meeden) (Correct)
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M. Ghosh and G. Meeden. Bayesian Methods for Finite Population Sampling. Chapman and Hall, London, 1997.
A stepwise Bayes justification for some Stringer type bounds in.. - Meeden (2002) Self-citation (Meeden) (Correct)
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M. Ghosh and G. Meeden. Bayesian Methods for Finite Population Sampling. Chapman and Hall, London, 1997.
Interval Estimators for the Population Mean for Skewed.. - Meeden (1997) Self-citation (Meeden) (Correct)
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Ghosh, M. and Meeden, G. (1997), Bayesian methods for finite population sampling, Chapman & Hall, London.
A noninformative Bayesian approach for two-stage cluster sampling - Meeden (1998) Self-citation (Meeden) (Correct)
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Malay Ghosh and Glen Meeden. Bayesian Methods for Finite Population Sampling. Chapman and Hall, London, 1997.
A decision theoretic approach to Imputation in finite population.. - Meeden (1997) Self-citation (Meeden) (Correct)
....the created sample will always have the correct mean and variance. What can be done if there is little prior information available about the population Meeden and Vardeman (1991) gave a noniformative Bayesian approach to interval estimation in finite population sampling. For further details see Ghosh and Meeden (1997). This approach is appropriate when given the observed values in the sample the statistician s beliefs about the seen and the unseen are roughly exchangeable. Given the responders in the sample inferences are based on a pseudo posterior called the Polya posterior. This conditional distribution ....
Ghosh, M. and Meeden, G. (1997). Bayesian methods for finite population sampling. Chapman & Hall, London.
Using Prior Information about Population Quantiles in Finite.. - Nelson, Meeden (1998) Self-citation (Meeden) (Correct)
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Malay Ghosh and Glen Meeden. Bayesian Methods for Finite Population Sampling. Chapman and Hall, London, 1997.
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