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Technometrics Volume 30, 1988 - Issue 1
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Original Articles

Combining Information From Various Sources: A Prediction Problem and Other Industrial Applications

G. J. Hahn Corporate Research and Development, General Electric Company, Schenectady, NY, 12301
&
T. E. Raghunathan Department of Biostatistics, University of Washington, Seattle, WA, 98195
Pages 41-52 | Published online: 23 Mar 2012

Citations (10)

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Read on this site (6)

Alyson Wilson, Michael Hamada & Meng Xu. (2004) Assessing Production Quality with Nonstandard Measurement Errors. Journal of Quality Technology 36:2, pages 193-206.
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T. E. Raghunathan. (2000) Bayesian Analysis of Quality Level Using Simulation Methods. Journal of Quality Technology 32:2, pages 172-182.
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XIAOHE LIU, KEVINJ. DOOLEY & JOHNC. ANDERSON. (1995) Combining process knowledge for continuous quality improvement. IIE Transactions 27:6, pages 811-819.
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T.E. Raghunathan. (1993) A Quasi-Empirical Bayes Method for Small Area Estimation. Journal of the American Statistical Association 88:424, pages 1444-1448.
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FrederickL. Hulting & DavidA. Harville. (1991) Some Bayesian and Non-Bayesian Procedures for the Analysis of Comparative Experiments and for Small-Area Estimation: Computational Aspects, Frequentist Properties, and Relationships. Journal of the American Statistical Association 86:415, pages 557-568.
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RobertW. Mee. (1990) Simultaneous Tolerance Intervals for Normal Populations With, Common Variance. Technometrics 32:1, pages 83-92.
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Articles from other publishers (4)

Ernesto C. Marujo, Gleice G. Rodrigues & Arthur A. Covatti. (2024) Procedures to combine estimators of greenhouse gases emission factors. Carbon Balance and Management 19:1.
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Simon Cheng Yingmei Xi & Ming-Hui Chen. (2008) A New Mixture Model for Misclassification With Applications for Survey Data. Sociological Methods & Research 37:1, pages 75-104.
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Simon Cheng & Brian Powell. (2005) Small Samples, Big Challenges: Studying Atypical Family Forms. Journal of Marriage and Family 67:4, pages 926-935.
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Gerald J. Hahn & William Q. Meeker. 1991. Statistical Intervals. Statistical Intervals 368 381 .

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