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Journal of the American Statistical Association Volume 78, 1983 - Issue 384
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Theory and Method

Improved Factors for One-Sided Tolerance Limits for Balanced One-Way ANOVA Random Model

Robert W. Mee Department of Mathematics and Statistics, University of South Alabama, Mobile, AL, 36688, USA
&
D. B. Owen Department of Statistics, Southern Methodist University, Dallas, TX, 75275, USA
Pages 901-905 | Received 01 Sep 1982, Published online: 12 Mar 2012

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K. Krishnamoorthy & Jie Peng. (2015) Approximate one-sided tolerance limits in random effects model and in some mixed models and comparisons. Journal of Statistical Computation and Simulation 85:8, pages 1651-1666.
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Dharini Pathmanathan & S. H. Ong. (2014) A Monte Carlo simulation study of two-sided tolerance intervals in balanced one-way random effects model for non-normal errors. Journal of Statistical Computation and Simulation 84:11, pages 2329-2344.
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K. Krishnamoorthy & Xiaodong Lian. (2012) Closed-form approximate tolerance intervals for some general linear models and comparison studies. Journal of Statistical Computation and Simulation 82:4, pages 547-563.
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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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R. Romero-Villafranca, L. Zúnica, R. Romero-Zúnica & J. A. Pagura. (2008) One-sided tolerance limits for unbalanced one-way random effects models: a generalized Mee and Owen procedure. Journal of Statistical Computation and Simulation 78:12, pages 1215-1227.
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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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David Hoffman & Robert Kringle. (2005) TWO-SIDED TOLERANCE INTERVALS FOR BALANCED AND UNBALANCED RANDOM EFFECTS MODELS. Journal of Biopharmaceutical Statistics 15:2, pages 283-293.
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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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C. Ming Wang & HariK. Iyer. (1994) Tolerance Intervals for the Distribution of True Values in the Presence of Measurement Errors. Technometrics 36:2, pages 162-170.
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C Ming Wang. (1994) On estimating approximate degrees of freedom of chi-squared approximations. Communications in Statistics - Simulation and Computation 23:3, pages 769-788.
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MarkG. Vangel. (1992) New Methods for One-Sided Tolerance Limits for a One-Way Balanced Random-Effects ANOVA Model. Technometrics 34:2, pages 176-185.
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C. Ming Wang. (1992) Prediction intervals for a balanced one-way random-effects model. Communications in Statistics - Simulation and Computation 21:3, pages 671-687.
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Dulal K. Bhaumik & Pandu M. Kulkarni. (1991) One-sided tolerance limits for unbalanced one-way anova andomc effects model. Communications in Statistics - Theory and Methods 20:5-6, pages 1665-1675.
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RichardJ. Beckman & GaryL. Tietjen. (1989) Two-Sided Tolerance Limits for Balanced Random-Effects ANOVA Models. Technometrics 31:2, pages 185-197.
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LeslieM. Moore & RichardJ. Beckman. (1988) Approximate One-Sided Tolerance Bounds on the Number of Failures Using Poisson Regression. Technometrics 30:3, pages 283-290.
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RobertW. Mee. (1984) β-Expectation and β-Content Tolerance Limits for Balanced One-Way ANOVA Random Model. Technometrics 26:3, pages 251-254.
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Hardeo Sahai & Mario Miguel OjedaHardeo Sahai & Mario Miguel Ojeda. 2004. Analysis of Variance for Random Models. Analysis of Variance for Random Models 1 19 .
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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Wolfgang Gerisch, Werner Struck & Beate Wilke. (1992) One-sided monte carlo tolerance limit factors in the case of the random effects one-way layout-an algorithm for application in statistical quality control. Forschung im Ingenieurwesen 58:4, pages 77-82.
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Y.T. Hadeed & K.T. Lewis. (1990) The use of tolerance intervals in the characterization of semiconductor devices. The use of tolerance intervals in the characterization of semiconductor devices.
M.P. Palumbo. (1990) Technique for transfer of analog prototypes (DV's) to production. Technique for transfer of analog prototypes (DV's) to production.

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