MULTISTAGE BAYESIAN ACCEPTANCE SAMPLING: OPTIMALITY OF A (z, c-,c+)-SAMPLING PLAN IN CASE OF A POLYA PRIOR DISTRIBUTION

K.-H. Waldmann

doi:10.1524/strm.1985.3.12.167

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MULTISTAGE BAYESIAN ACCEPTANCE SAMPLING: OPTIMALITY OF A (z, c^-,c⁺)-SAMPLING PLAN IN CASE OF A POLYA PRIOR DISTRIBUTION

K.-H. Waldmann

Published/Copyright: February 1, 1985

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From the journal Statistics & Risk Modeling Volume 3 Issue 1-2

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Waldmann, K.-H.. "MULTISTAGE BAYESIAN ACCEPTANCE SAMPLING: OPTIMALITY OF A (z, c^-,c⁺)-SAMPLING PLAN IN CASE OF A POLYA PRIOR DISTRIBUTION" Statistics & Risk Modeling, vol. 3, no. 1-2, 1985, pp. 167-186. https://doi.org/10.1524/strm.1985.3.12.167

Waldmann, K. (1985). MULTISTAGE BAYESIAN ACCEPTANCE SAMPLING: OPTIMALITY OF A (z, c^-,c⁺)-SAMPLING PLAN IN CASE OF A POLYA PRIOR DISTRIBUTION. Statistics & Risk Modeling, 3(1-2), 167-186. https://doi.org/10.1524/strm.1985.3.12.167

Waldmann, K. (1985) MULTISTAGE BAYESIAN ACCEPTANCE SAMPLING: OPTIMALITY OF A (z, c^-,c⁺)-SAMPLING PLAN IN CASE OF A POLYA PRIOR DISTRIBUTION. Statistics & Risk Modeling, Vol. 3 (Issue 1-2), pp. 167-186. https://doi.org/10.1524/strm.1985.3.12.167

Waldmann, K.-H.. "MULTISTAGE BAYESIAN ACCEPTANCE SAMPLING: OPTIMALITY OF A (z, c^-,c⁺)-SAMPLING PLAN IN CASE OF A POLYA PRIOR DISTRIBUTION" Statistics & Risk Modeling 3, no. 1-2 (1985): 167-186. https://doi.org/10.1524/strm.1985.3.12.167

Waldmann K. MULTISTAGE BAYESIAN ACCEPTANCE SAMPLING: OPTIMALITY OF A (z, c^-,c⁺)-SAMPLING PLAN IN CASE OF A POLYA PRIOR DISTRIBUTION. Statistics & Risk Modeling. 1985;3(1-2): 167-186. https://doi.org/10.1524/strm.1985.3.12.167

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ON THE LIMITING DISTRIBUTION OF AND CRITICAL VALUES FOR THE HOEFFDING, BLUM, KIEFER, ROSENBLATT INDEPENDENCE CRITERION
SOME CONTRIBUTIONS TO CHERNOFF-SAVAGE THEOREMS
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ON PROBABILITIES OF LARGE DEVIATIONS FOR EMPIRICAL DISTRIBUTIONS
THE OPTIMALITY EQUATIONS IN MULTICHAIN DENUMERABLE STATE MARKOV DECISION PROCESSES WITH THE AVERAGE COST CRITERION: THE BOUNDED COST CASE MULTISTAGE BAYESIAN ACCEPTANCE SAMPLING: OPTIMALITY OF A (z,c",c'^)-SAMPLING PLAN IN GASE OF A POLYA PRIOR DISTRIBUTION
MULTISTAGE BAYESIAN ACCEPTANCE SAMPLING: OPTIMALITY OF A (z, c^-,c⁺)-SAMPLING PLAN IN CASE OF A POLYA PRIOR DISTRIBUTION
E. L.Lehmann: Theory of Point Estimation
H. Heyer: THEORY OF STATISTICAL EXPERIMENTS
INSTRUCTIONS TO AUTHORS

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https://doi.org/10.1524/strm.1985.3.12.167

Articles in the same Issue

ON THE LIMITING DISTRIBUTION OF AND CRITICAL VALUES FOR THE HOEFFDING, BLUM, KIEFER, ROSENBLATT INDEPENDENCE CRITERION
SOME CONTRIBUTIONS TO CHERNOFF-SAVAGE THEOREMS
ASYMPTOTIC NORMALITY OF THE ESTIMATORS OF THE NATURAL MEDIAN
ESTIMATION FROM A LENGTH-BIASED DISTRIBUTION
ON PROBABILITIES OF LARGE DEVIATIONS FOR EMPIRICAL DISTRIBUTIONS
THE OPTIMALITY EQUATIONS IN MULTICHAIN DENUMERABLE STATE MARKOV DECISION PROCESSES WITH THE AVERAGE COST CRITERION: THE BOUNDED COST CASE MULTISTAGE BAYESIAN ACCEPTANCE SAMPLING: OPTIMALITY OF A (z,c",c'^)-SAMPLING PLAN IN GASE OF A POLYA PRIOR DISTRIBUTION
MULTISTAGE BAYESIAN ACCEPTANCE SAMPLING: OPTIMALITY OF A (z, c^-,c⁺)-SAMPLING PLAN IN CASE OF A POLYA PRIOR DISTRIBUTION
E. L.Lehmann: Theory of Point Estimation
H. Heyer: THEORY OF STATISTICAL EXPERIMENTS
INSTRUCTIONS TO AUTHORS