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Technometrics Volume 36, 1994 - Issue 2
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Original Articles

Tolerance Intervals for the Distribution of True Values in the Presence of Measurement Errors

C. Ming Wang Statistical Engineering Division, National Institute of Standards and Technology, Boulder, CO, 80303
&
Hari K. Iyer Department of Statistics, Colorado State University, Fort Collins, CO, 80523
Pages 162-170 | Published online: 12 Mar 2012

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Hsiuying Wang & Fugee Tsung. (2017) Constructing Tolerance Intervals for the Number of Defectives Using Both High- and Low-Resolution Data. Journal of Quality Technology 49:4, pages 354-364.
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Gaurav Sharma & Thomas Mathew. (2012) One-Sided and Two-Sided Tolerance Intervals in General Mixed and Random Effects Models Using Small-Sample Asymptotics. Journal of the American Statistical Association 107:497, pages 258-267.
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Hsin-I Lee & Chen-Tuo Liao. (2012) Estimation for Conformance Proportions in a Normal Variance Components Model. Journal of Quality Technology 44:1, pages 63-79.
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Miguel Fonseca, Thomas Mathew, João Tiago Mexia & Roman Zmyślony. (2007) Tolerance intervals in a two-way nested model with mixed or random effects. Statistics 41:4, pages 289-300.
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Xinmin Li. (2006) Comparison of One-Sided Tolerance Limits in Unbalanced One-Way Random Models. Communications in Statistics - Simulation and Computation 35:2, pages 321-329.
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Abraham J. Van der Merwe, Albertus L. Pretorius & Johannes H. Meyer. (2006) Bayesian Tolerance Intervals for the Unbalanced One-Way Random Effects Model. Journal of Quality Technology 38:3, pages 280-293.
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Jyh-Ming Shoung, Stan Altan & Javier Cabrera. (2005) DOUBLE BOOTSTRAPPING A TOLERANCE LIMIT. Journal of Biopharmaceutical Statistics 15:2, pages 367-373.
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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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Russell D. Wolfinger. (1998) Tolerance Intervals for Variance Component Models Using Bayesian Simulation. Journal of Quality Technology 30:1, pages 18-32.
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C. Ming Wang & C. Teresa Lam. (1997) A Mixed-Effects Model for the Analysis of Circular Measurements. Technometrics 39:2, pages 119-126.
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D.K. Bhaumik & P.M. Kulkarni. (1996) A Simple and Exact Method of Constructing Tolerance Intervals for the One-Way ANOVA with Random Effects. The American Statistician 50:4, pages 319-323.
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Articles from other publishers (10)

Linas Mockus, Gintaras Reklaitis, Kenneth Morris & David LeBlond. (2020) Risk-Based Approach to Lot Release. Journal of Pharmaceutical Sciences 109:2, pages 1035-1042.
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K. Krishnamoorthy & Thomas Mathew. 2014. Wiley StatsRef: Statistics Reference Online. Wiley StatsRef: Statistics Reference Online.
Tsai-Yu Lin, Chen-Tuo Liao & Hari K. Iyer. (2008) Tolerance intervals for unbalanced one-way random effects models with covariates and heterogeneous variances. Journal of Agricultural, Biological, and Environmental Statistics 13:2, pages 221-241.
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Abrie J. Van der Merwe & Johan Hugo. (2007) Bayesian tolerance intervals for the balanced two-factor nested random effects model. TEST 16:3, pages 598-612.
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Balázs Bánfai, Katalin Ganzler & Sándor Kemény. (2007) Content uniformity and assay requirements in current regulations. Journal of Chromatography A 1156:1-2, pages 206-212.
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K. Krishnamoorthy & Thomas Mathew. 2004. Encyclopedia of Statistical Sciences. Encyclopedia of Statistical Sciences 1 23 .
Hormuzd A. Katki, Eric A. Engels & Philip S. Rosenberg. (2005) Assessing uncertainty in reference intervals via tolerance intervals: application to a mixed model describing HIV infection. Statistics in Medicine 24:20, pages 3185-3198.
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CHAVA PERETZ & DAVID M STEINBERG. (2001) Improved non-negative estimation of variance components for exposure assessment. Journal of Exposure Science & Environmental Epidemiology 11:5, pages 414-421.
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Noriah M. Al-Kandari & M. Ishaq Bhatti. (2000) On the construction of tolerance interval for two-way random effect model. Complexity 5:6, pages 61-64.
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Irwin Guttman & Ulrich Menzefricke. (2009) Predictive Distributions in the Presence of Measurement Errors. Probability in the Engineering and Informational Sciences 10:4, pages 601-611.
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