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A UNIFIED ASYMPTOTIC THEORY FOR TESTING EXPONENTIALITY AGAINST NBU, IFR OR IFRA ALTERNATIVES
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E.-E. A. A. Aly
Published/Copyright:
March 1, 1988
Published Online: 1988-03
Published in Print: 1988-03
© 2014 Oldenbourg Wissenschaftsverlag GmbH, Rosenheimer Str. 145, 81671 München
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Articles in the same Issue
- ESTIMATING MULTIVARIATE NORMAL MEANS USING A CLASS OF BOUNDED LOSS FUNCTIONS
- THE INFORMATION METRIC FOR UNIVARIATE LINEAR ELLIPTIC MODELS
- SEQUENCES OF EXPERIMENTS ADMITTING ADAPTIVE ESTIMATION
- ASYMPTOTICAL BEHAVIOUR OF A TEST OF DISCORDANCY FOR AN INCREASING NUMBER OF OUTLIERS
- A UNIFIED ASYMPTOTIC THEORY FOR TESTING EXPONENTIALITY AGAINST NBU, IFR OR IFRA ALTERNATIVES
- MAXIMIZING UNCERTAINTY FUNCTIONS UNDER CONSTRAINTS ON QUANTILES
- PARTITIONS AND PIVOTAL MEASURES IN EXPERIMENTS
- Book Reviews
- INSTRUCTIONS TO AUTHORS
Articles in the same Issue
- ESTIMATING MULTIVARIATE NORMAL MEANS USING A CLASS OF BOUNDED LOSS FUNCTIONS
- THE INFORMATION METRIC FOR UNIVARIATE LINEAR ELLIPTIC MODELS
- SEQUENCES OF EXPERIMENTS ADMITTING ADAPTIVE ESTIMATION
- ASYMPTOTICAL BEHAVIOUR OF A TEST OF DISCORDANCY FOR AN INCREASING NUMBER OF OUTLIERS
- A UNIFIED ASYMPTOTIC THEORY FOR TESTING EXPONENTIALITY AGAINST NBU, IFR OR IFRA ALTERNATIVES
- MAXIMIZING UNCERTAINTY FUNCTIONS UNDER CONSTRAINTS ON QUANTILES
- PARTITIONS AND PIVOTAL MEASURES IN EXPERIMENTS
- Book Reviews
- INSTRUCTIONS TO AUTHORS
