Preprint No. A-99-04

R. Schwabe, W. K. Wong

Efficient Product Designs for Quadratic Models on the Hypercube

Abstract: We provide a technique for obtaining improved effciency lower bounds for the best product design under a multifactor regression model. The method is illustrated for the general quadratic model using the integrated mean squared error (IMSE) as our optimality criterion.

Keywords: additive models, continuous designs, equivalence theorems, Graeco-Latin squares, integrated mean squared error.

Mathematics Subject Classification (MSC91): 62K05 Optimal designs

Language: ENG

Available: only in printed form

Contact: Schwabe, R.; Freie Universität Berlin, Fachbereich Mathematik und Informatik, Arnimallee 2-6, D-14195 Berlin, Germany (schwabe@math.fu-berlin.de)

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