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Primary Article

Selecting 2m−p Designs Using a Minimum Aberration Criterion When Some Two-Factor Interactions Are Important

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Pages 352-360 | Published online: 01 Jan 2012

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Read on this site (5)

Anqi Chen, Cheng-Yu Sun & Boxin Tang. (2021) Selecting baseline designs using a minimum aberration criterion when some two-factor interactions are important. Statistical Theory and Related Fields 5:2, pages 95-101.
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Yue-Wen Wang, Li-Yu Liu & Chen-Tuo Liao. (2013) Two-level Orthogonal and Saturated Designs for Estimating Main Effects and Certain Important Interactions. Communications in Statistics - Theory and Methods 42:24, pages 4411-4416.
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Ulrike Grömping. (2012) Creating clear designs: a graph-based algorithm and a catalog of clear compromise plans. IIE Transactions 44:11, pages 988-1001.
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Huaiqing Wu, Robert Mee & Boxin Tang. (2012) Fractional Factorial Designs With Admissible Sets of Clear Two-Factor Interactions. Technometrics 54:2, pages 191-197.
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Robert M. Block & Robert W. Mee. (2005) Resolution IV Designs with 128 Runs. Journal of Quality Technology 37:4, pages 282-293.
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Articles from other publishers (5)

Ping-Yang Chen, Ray-Bing Chen & C. Devon Lin. (2018) Optimizing two-level orthogonal arrays for simultaneously estimating main effects and pre-specified two-factor interactions. Computational Statistics & Data Analysis 118, pages 84-97.
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H.-S. Jacob Tsao & Minnie H. Patel. (2015) A general intuitive design pattern for optimally sequencing treatment combinations in factorial experiment and a simple estimation algorithm . Computers & Industrial Engineering 85, pages 423-436.
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H.-S. Jacob Tsao & Minnie H. Patel. (2013) An intuitive design pattern for sequentially estimating parameters of a 2k factorial experiment with active confounding avoidance and least treatment combinations. Computers & Industrial Engineering 66:3, pages 601-613.
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Boxin Tang & Julie Zhou. (2012) D-optimal two-level orthogonal arrays for estimating main effects and some specified two-factor interactions. Metrika 76:3, pages 325-337.
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Ching-Shui Cheng & Boxin Tang. (2005) A general theory of minimum aberration and its applications. The Annals of Statistics 33:2.
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