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A CLASS OF MINIMAX ESTIMATORS OF A NORMAL MEAN VECTOR FOR ARBITRARY QUADRATIC LOSS AND UNKNOWN COVARIANCE MATRIX
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L. R. Haff
Veröffentlicht/Copyright:
1. Februar 1983
Published Online: 1983-02
Published in Print: 1983-02
© 2014 Oldenbourg Wissenschaftsverlag GmbH, Rosenheimer Str. 145, 81671 München
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Artikel in diesem Heft
- A CLASS OF MINIMAX ESTIMATORS OF A NORMAL MEAN VECTOR FOR ARBITRARY QUADRATIC LOSS AND UNKNOWN COVARIANCE MATRIX
- ENTROPY-BASED STATISTICAL INFERENCE, II: SELECTION-OF-THE-BEST/COMPLETE RANKING FOR CONTINUOUS DISTRIBUTIONS ON (0,1), WITH APPLICATIONS TO RANDOM NUMBER GENERATORS
- THE EXTENDED TWO-SAMPLE PROBLEM: PROGRESSIVELY TRUNCATED ESTIMATION OF P{X > Y>}
- Acknowledgement. Thanks are due to the referee for his critical reading of the manuscript
- SELECTING THE LARGEST NORMAL MEAN THROUGH LIKELIHOODS
- ESTIMATES OF MULTIPLE POISSON MEANS: BAYES AND EMPIRICAL BAYES
- ASYMPTOTIC PROPERTIES OF THE INVARIANTLY OPTIMAL ESTIMATOR OF RELIABILITY IN THE EXPONENTIAL CASE
- ON THE INFLUENCE OF MOMENTS IN NONUNIFORM EXPANSIONS OF CHEBYSHEV-CRAMER TYPE
- INSTRUCTIONS TO AUTHORS
Artikel in diesem Heft
- A CLASS OF MINIMAX ESTIMATORS OF A NORMAL MEAN VECTOR FOR ARBITRARY QUADRATIC LOSS AND UNKNOWN COVARIANCE MATRIX
- ENTROPY-BASED STATISTICAL INFERENCE, II: SELECTION-OF-THE-BEST/COMPLETE RANKING FOR CONTINUOUS DISTRIBUTIONS ON (0,1), WITH APPLICATIONS TO RANDOM NUMBER GENERATORS
- THE EXTENDED TWO-SAMPLE PROBLEM: PROGRESSIVELY TRUNCATED ESTIMATION OF P{X > Y>}
- Acknowledgement. Thanks are due to the referee for his critical reading of the manuscript
- SELECTING THE LARGEST NORMAL MEAN THROUGH LIKELIHOODS
- ESTIMATES OF MULTIPLE POISSON MEANS: BAYES AND EMPIRICAL BAYES
- ASYMPTOTIC PROPERTIES OF THE INVARIANTLY OPTIMAL ESTIMATOR OF RELIABILITY IN THE EXPONENTIAL CASE
- ON THE INFLUENCE OF MOMENTS IN NONUNIFORM EXPANSIONS OF CHEBYSHEV-CRAMER TYPE
- INSTRUCTIONS TO AUTHORS