Designs from good Hadamard matrices

Chenlu Shi; Boxin Tang

doi:10.3150/16-BEJ891

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Home > Journals > Bernoulli > Volume 24 > Issue 1 > Article

February 2018 Designs from good Hadamard matrices

Chenlu Shi, Boxin Tang

Bernoulli 24(1): 661-671 (February 2018). DOI: 10.3150/16-BEJ891

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Abstract

Hadamard matrices are very useful mathematical objects for the construction of various statistical designs. Some Hadamard matrices are better than others in terms of the qualities of designs they produce. In this paper, we provide a theoretical investigation into such good Hadamard matrices and discuss their applications in the construction of nonregular factorial designs and supersaturated designs.