Ranking And Subset Selection Procedures For Exponential Populations With Type I And Type Ii Censored Data PDF Download

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Ranking and Subset Selection Procedures for Exponential Populations with Type-I and Type-II Censored Data

Ranking and Subset Selection Procedures for Exponential Populations with Type-I and Type-II Censored Data
Author: Roger L. Berger
Publisher:
Total Pages: 31
Release: 1982
Genre:
ISBN:

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In this paper ranking and subset selection procedures for exponential populations with respect to the largest location and scale parameters are proposed. The data are assumed to be generated from Type-I and Type-II censoring mechanisms. The selection procedure proposed for the largest scale parameter based on Type-II censored data is equivalent to Gupta's procedure for gamma populations. Two procedures proposed for the selection of the largest location parameter under Type-I censoring and Type-II censoring are asymptotically equivalent.


Analysis of Censored Data

Analysis of Censored Data
Author: Hira L. Koul
Publisher: IMS
Total Pages: 310
Release: 1995
Genre: Censored observations (Statistics)
ISBN: 9780940600393

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Exponential Distribution

Exponential Distribution
Author: K. Balakrishnan
Publisher: Routledge
Total Pages: 414
Release: 2019-01-22
Genre: Mathematics
ISBN: 1351449117

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The exponential distribution is one of the most significant and widely used distribution in statistical practice. It possesses several important statistical properties, and yet exhibits great mathematical tractability. This volume provides a systematic and comprehensive synthesis of the diverse literature on the theory and applications of the expon


On Selection Procedures for Exponential Family Distributions Based on Type-I Censored Data

On Selection Procedures for Exponential Family Distributions Based on Type-I Censored Data
Author:
Publisher:
Total Pages: 0
Release: 2000
Genre:
ISBN:

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We investigate the problem of selecting the best population from exponential family distributions based on type-I censored data. A Bayes rule is derived and a monotone property of the Bayes selection rule is obtained. Following that property, we propose an early selection rule. Through this early selection rule, one can terminate the experiment on a few populations early and possibly make the final decision before the censoring time. An example is provided in the final part to illustrate the use of the early selection rule for Weibull populations.


Government Reports Annual Index

Government Reports Annual Index
Author:
Publisher:
Total Pages: 1010
Release: 1982
Genre: Government reports announcements & index
ISBN:

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