H. Heyer: THEORY OF STATISTICAL EXPERIMENTS

Articles in the same Issue

1. ON THE LIMITING DISTRIBUTION OF AND CRITICAL VALUES FOR THE HOEFFDING, BLUM, KIEFER, ROSENBLATT INDEPENDENCE CRITERION
2. SOME CONTRIBUTIONS TO CHERNOFF-SAVAGE THEOREMS
3. ASYMPTOTIC NORMALITY OF THE ESTIMATORS OF THE NATURAL MEDIAN
4. ESTIMATION FROM A LENGTH-BIASED DISTRIBUTION
5. ON PROBABILITIES OF LARGE DEVIATIONS FOR EMPIRICAL DISTRIBUTIONS
6. 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
7. MULTISTAGE BAYESIAN ACCEPTANCE SAMPLING: OPTIMALITY OF A (z, c^-,c⁺)-SAMPLING PLAN IN CASE OF A POLYA PRIOR DISTRIBUTION
8. E. L.Lehmann: Theory of Point Estimation
9. H. Heyer: THEORY OF STATISTICAL EXPERIMENTS
10. INSTRUCTIONS TO AUTHORS