Optimal fractional factorial plans using finite projective geometry

Authors

M. L. Aggarwal, University of MemphisFollow
Lih Yuan Deng, University of Memphis
Mukta Datta Mazumder, Ram Lal Anand College

Abstract

Dey and Suen (2002) obtained optimal fractional factorial plans for estimating mean, all main effects and specified two-factor interactions using finite projective geometry. In this article we obtain two new optimal fractional factorial plans for estimation of the mean, all main effects, specified two-factor interactions, and specified (r-1) factor interactions using PG(r-1, m). We also provide tables of optimal fractional factorial plans.

Publication Title

Communications in Statistics - Theory and Methods

Recommended Citation

Aggarwal, M., Deng, L., & Mazumder, M. (2008). Optimal fractional factorial plans using finite projective geometry. Communications in Statistics - Theory and Methods, 37 (8), 1258-1265. https://doi.org/10.1080/03610920701713351