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Technometrics Volume 59, 2017 - Issue 3
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Original Articles

Selecting an Orthogonal or Nonorthogonal Two-Level Design for Screening

Robert W. MeeDepartment of Business Analytics and Statistics, University of Tennessee, Knoxville, TennesseeCorrespondence[email protected]
,
Eric D. SchoenDepartment of Engineering Management, University of Antwerp, Belgium, TNO Zeist, The Netherlands
&
David J. EdwardsDepartment of Statistical Sciences and Operations Research, Virginia Commonwealth University, Richmond, Virginia
Pages 305-318 | Received 01 Sep 2014, Published online: 27 Apr 2017

Citations (10)

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Read on this site (5)

David J. Edwards & Robert W. Mee. (2023) Structure of Nonregular Two-Level Designs. Journal of the American Statistical Association 118:542, pages 1222-1233.
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Ping-Yang Chen, Ray-Bing Chen, Jui-Pin Li & William Li. (2022) Particle swarm exchange algorithms with applications in generating optimal model-discrimination designs. Quality Engineering 34:3, pages 305-321.
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Alan R. Vazquez, Eric D. Schoen & Peter Goos. (2022) Two-level orthogonal screening designs with 80, 96, and 112 runs, and up to 29 factors. Journal of Quality Technology 54:3, pages 338-358.
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Alan R. Vazquez, Eric D. Schoen & Peter Goos. (2021) A mixed integer optimization approach for model selection in screening experiments. Journal of Quality Technology 53:3, pages 243-266.
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Alan R. Vazquez, Peter Goos & Eric D. Schoen. (2019) Constructing Two-Level Designs by Concatenation of Strength-3 Orthogonal Arrays. Technometrics 61:2, pages 219-232.
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Articles from other publishers (5)

Pieter T. Eendebak, Eric D. Schoen, Alan R. Vazquez & Peter Goos. (2023) Systematic enumeration of two-level even-odd designs of strength 3. Computational Statistics & Data Analysis 180, pages 107678.
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Alan R. Vazquez, Weng Kee Wong & Peter Goos. (2022) Constructing two-level $$Q_B$$-optimal screening designs using mixed-integer programming and heuristic algorithms. Statistics and Computing 33:1.
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Eric D. Schoen, Pieter T. Eendebak, Alan R. Vazquez & Peter Goos. (2022) Systematic enumeration of definitive screening designs. Statistics and Computing 32:6.
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Eric D. Schoen, Pieter T. Eendebak & Peter Goos. (2019) A classification criterion for definitive screening designs. The Annals of Statistics 47:2.
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Robert D. Leonard & David J. Edwards. (2017) Bayesian D -optimal screening experiments with partial replication. Computational Statistics & Data Analysis 115, pages 79-90.
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