Selection of Non-Regular Fractional Factorial Designs When Some Two-Factor Interactions are Important

Ke, W. & Yao, R. (2008). Selection of non-regular fractional factorial designs when some two-factor interactions are important. Journal of Modern Applied Statistical Methods, 7(1), 94-100.

7 Pages Posted: 3 Mar 2016

See all articles by Weiming Ke

Weiming Ke

South Dakota State University-Department of Mathematics and Statistics

Rui Yao

University of Missouri at Columbia - Department of Personal Finance Planning

Date Written: 2008

Abstract

A new method is proposed for selecting the optimal non-regular fractional factorial designs in the situation when some two-factor interactions are potentially important. Searching for the best designs according to this method is discussed and some results for the Plackett-Burman design of 12 runs are presented.

Keywords: Alias matrix, fractional factorial design, non-regular design, partial confounding, Plackett- Burman design

Suggested Citation

Ke, Weiming and Yao, Rui, Selection of Non-Regular Fractional Factorial Designs When Some Two-Factor Interactions are Important (2008). Ke, W. & Yao, R. (2008). Selection of non-regular fractional factorial designs when some two-factor interactions are important. Journal of Modern Applied Statistical Methods, 7(1), 94-100., Available at SSRN: https://ssrn.com/abstract=2740150

Weiming Ke (Contact Author)

South Dakota State University-Department of Mathematics and Statistics ( email )

Brookings, SD 57007
United States

Rui Yao

University of Missouri at Columbia - Department of Personal Finance Planning ( email )

239 Stanley Hall
Columbia, MO 65211-7700
United States
573-882-9343 (Phone)
573-884-8389 (Fax)

HOME PAGE: http://pfp.missouri.edu/faculty_yao.html

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