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Sequential Analysis
Design Methods and Applications
Volume 3, 1984 - Issue 1
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Original Articles

Two-stage procedures for selecting the best exponential population when the scale parameters are unknown and unequal

N. Mukhopadhyay Oklahoma State University,
&
H. I. Handy Kuwait University,
Pages 51-74 | Published online: 29 Mar 2007

Citations (10)

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Read on this site (7)

Nitis Mukhopadhyay. (2009) On Two-Stage Selection of the Best Negative Exponential Population with Applications. American Journal of Mathematical and Management Sciences 29:1-2, pages 91-108.
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Ji-Cheng Wu & Lii-Yuh Leu. (2000) A two-stage procedure with accelerated test for selecting the best exponential population. Communications in Statistics - Theory and Methods 29:2, pages 369-380.
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Makoto Aoshima. (1996) Designing Experiments for Selecting an Exponential Population with a Large Location and a Large Scale. American Journal of Mathematical and Management Sciences 16:1-2, pages 229-249.
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K. Lam & C.K. Nag. (1990) Two-stage procedures for comparing several exponential populations with a control when the Scale Parameters are unknown and unequal. Sequential Analysis 9:2, pages 151-164.
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M. S. Son & H. I. Hamdy. (1990) On accelerating sequential procedures for estimating exponential populations. Communications in Statistics - Theory and Methods 19:9, pages 3315-3324.
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Nitis Mukhopadhyay & Lynn Kuo. (1988) Fixed-width interval estimation of the largest location of k negative exponential populations. Sequential Analysis 7:4, pages 321-332.
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M. C. Costanza , H. I. Hamdy & M. S. Son. (1986) Two stage fixed width confidence intervals for the common location parameter of several exponential distributins. Communications in Statistics - Theory and Methods 15:8, pages 2305-2322.
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Articles from other publishers (3)

Nitis Mukhopadhyay & Basil de Silva. 2008. Sequential Methods and Their Applications. Sequential Methods and Their Applications.
Shu-Fei Wu & Hubert J. Chen. (1998) Multiple comparison procedures with the average for exponential location parameters. Computational Statistics & Data Analysis 26:4, pages 461-484.
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H.I. Hamdy, M.S. Son & M. Al-Mahmeed. (1988) On the distribution of bivariate f-variable. Computational Statistics & Data Analysis 6:2, pages 157-164.
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