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Communications in Statistics - Simulation and Computation Volume 19, 1990 - Issue 2
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Original Articles

One-sided simultaneous tolerance limits for regression

Robert E. Odeh Department of Mathematics and Statistics, University of Victoria, Victoria, B.C., V8W 2Y2
&
Robert W. Mee Department of Statistics, University of Tennessee Knoxville, Tenn, 37996-0532
Pages 663-680 | Received 01 Mar 1990, Published online: 24 Oct 2007

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Read on this site (3)

Zachary Zimmer, DoHwan Park & Thomas Mathew. (2014) Pointwise and Simultaneous Tolerance Limits Under Logistic Regression. Technometrics 56:3, pages 282-290.
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M. Chvosteková. (2013) Simultaneous Two-Sided Tolerance Intervals for a Univariate Linear Regression Model. Communications in Statistics - Theory and Methods 42:7, pages 1145-1152.
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RobertW. Mee & KeithR. Eberhardt. (1996) A Comparison of Uncertainty Criteria for Calibration. Technometrics 38:3, pages 221-229.
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Articles from other publishers (5)

Martina Chvosteková. (2019) Multiple Use Confidence Intervals for a Univariate Statistical Calibration. Measurement Science Review 19:6, pages 264-270.
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Yang Han, Wei Liu, Frank Bretz, Fang Wan & Ping Yang. (2016) Statistical calibration and exact one-sided simultaneous tolerance intervals for polynomial regression. Journal of Statistical Planning and Inference 168, pages 90-96.
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M. I. Gurevich, M. A. Kalugin & B. K. Chukbar. (2014) Validation of the correctness of the Hald approximation in assessing tolerance. Physics of Atomic Nuclei 77:13, pages 1559-1562.
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Mervyn J. Silvapulle & Pranab K. Sen. 2001. Constrained Statistical Inference. Constrained Statistical Inference 469 524 .
K. Krishnamoorthy, Pandurang M. Kulkarni & Thomas Mathew. (2001) Multiple use one-sided hypotheses testing in univariate linear calibration. Journal of Statistical Planning and Inference 93:1-2, pages 211-223.
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