ASYMPTOTIC PROPERTIES OF THE INVARIANTLY OPTIMAL ESTIMATOR OF RELIABILITY IN THE EXPONENTIAL CASE

Articles in the same Issue

1. A CLASS OF MINIMAX ESTIMATORS OF A NORMAL MEAN VECTOR FOR ARBITRARY QUADRATIC LOSS AND UNKNOWN COVARIANCE MATRIX
2. ENTROPY-BASED STATISTICAL INFERENCE, II: SELECTION-OF-THE-BEST/COMPLETE RANKING FOR CONTINUOUS DISTRIBUTIONS ON (0,1), WITH APPLICATIONS TO RANDOM NUMBER GENERATORS
3. THE EXTENDED TWO-SAMPLE PROBLEM: PROGRESSIVELY TRUNCATED ESTIMATION OF P{X > Y>}
4. Acknowledgement. Thanks are due to the referee for his critical reading of the manuscript
5. SELECTING THE LARGEST NORMAL MEAN THROUGH LIKELIHOODS
6. ESTIMATES OF MULTIPLE POISSON MEANS: BAYES AND EMPIRICAL BAYES
7. ASYMPTOTIC PROPERTIES OF THE INVARIANTLY OPTIMAL ESTIMATOR OF RELIABILITY IN THE EXPONENTIAL CASE
8. ON THE INFLUENCE OF MOMENTS IN NONUNIFORM EXPANSIONS OF CHEBYSHEV-CRAMER TYPE
9. INSTRUCTIONS TO AUTHORS