Saturated Fractions of 2 n and 3 n Factorial Designs

R. L. Rechtschaffner

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Optimal Experimental Design Methods Advanced Combinatorial Mathematics Simulation Techniques and Applications

Abstract

Saturated fractions of 2n and 3n factorial designs which permit the estimation of both main effects and first order interactions are described. A simple method of generating these particular designs is given. In addition to presenting the specific designs for n = 3, --, 10, tables of variances and relative efficiencies are included to assist the potential user in assessing the suitability of the described designs.

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1946THE DESIGN OF OPTIMUM MULTIFACTORIAL EXPERIMENTS 1947Factorial Experiments Derivable from Combinatorial Arrangements of Arrays 2000The 2 k-p Fractional Factorial Designs Part I 1959Some Optimum Weighing Designs 1963Techniques for Constructing Fractional Replicate Plans

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1978D-Optimal Fractions of Three-Level Factorial Designs 2004One-factor-at-a-time designs of resolution V 2018Enumeration and Multicriteria Selection of Orthogonal Minimally Aliased Response Surface Designs

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