αn–Designs

J.A. John, K. Ruggiero and E.R. Williams

Australian & New Zealand Journal of Statistics, 2002, vol. 44, issue 4, 457-465

Abstract: This paper defines a broad class of resolvable incomplete block designs called αn–designs, of which the original α–designs are a special case with n = 1. The statistical and mathematical properties of α–designs extend naturally to these n–dimensional designs. They are a flexible class of resolvable designs appropriate for use in factorial experiments, in constructing efficient t–latinized resolvable block designs, and for enhancing the existing class of α–designs for a single treatment factor.

Date: 2002
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