Sequences of Fractional Replicates in the 2 p-q Series

DOI10.2307/2281648zbMath0105.12201OpenAlexW4213085910MaRDI QIDQ3290177

Cuthbert Daniel

Publication date: 1962

Published in: Journal of the American Statistical Association (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.2307/2281648

zbMATH Keywords

statistics

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Breaking alias chains in fractional factorials ⋮ The existence of the strong combined optimal design ⋮ De-aliasing effects using semifoldover techniques ⋮ Orthogonal designs of parallel flats type ⋮ Response improvement in complex experiments by co-information composite likelihood optimization ⋮ Sequential Experimentation Approach for Augmenting of Resolution III Fractions ⋮ Theory of factorial designs of the parallel flats type. I: The coefficient matrix ⋮ Optimal sequencing of blocked \(2^{m-k}\) fractional factorial designs ⋮ Some economic partially balanced \(2^ m\) factorial fractions ⋮ Some Properties of Semi-Folding Designs ⋮ Semifoldover plans for three-level orthogonal arrays with quantitative factors ⋮ Optimal block sequences for blocked fractional factorial split-plot designs ⋮ Aliasing in \(2^{n-k}\) fractions in the absence of within group interactions ⋮ Aliasing in \(2^{n-k}\) fractions in the case of a separation of factors ⋮ Multistage design procedures for identifying two-factor interactions, when higher effects are negligible ⋮ Clear Effects in the 2^n−pCombined Design ⋮ Genetic algorithms for MD-optimal follow-up designs

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