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Journal of the American Statistical Association Volume 72, 1977 - Issue 359
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Theory and Method

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

Glen H. Lemon General Dynamics/Fort Worth Division, Forth Worth, TX, 76101, USA
Pages 676-680 | Received 01 Nov 1974, Published online: 05 Apr 2012

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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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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. (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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RobertW. Mee & D.B. Owen. (1983) Improved Factors for One-Sided Tolerance Limits for Balanced One-Way ANOVA Random Model. Journal of the American Statistical Association 78:384, pages 901-905.
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Miloš Jiálek. (1981) A bibliography of statistical tolerance regions. Series Statistics 12:3, pages 441-456.
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Articles from other publishers (8)

William Q. Meeker, Gerald J. Hahn & Luis A. Escobar. 2017. Statistical Intervals. Statistical Intervals 563 578 .
Hungyen Chen & Hirohisa Kishino. (2015) Hypothesis Testing of Inclusion of the Tolerance Interval for the Assessment of Food Safety. PLOS ONE 10:10, pages e0141117.
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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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Hardeo Sahai & Mario Miguel OjedaHardeo Sahai & Mario Miguel Ojeda. 2004. Analysis of Variance for Random Models. Analysis of Variance for Random Models 1 19 .
RB Deo & CR SaffMG Vangel. 1996. Composite Materials: Testing and Design: Twelfth Volume. Composite Materials: Testing and Design: Twelfth Volume 358 370 .
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.
Crossref
Gerald J. Hahn & William Q. Meeker. 1991. Statistical Intervals. Statistical Intervals 368 381 .
Glen H. Lemon, James M. Norton & Max E. Waddoups. 1980. Fibrous Composites in Structural Design. Fibrous Composites in Structural Design 733 759 .

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