Optimal Selection of Blocked Robust Parameter Designs and Their Applications

Ke, W. & Yao, R. (2008). Optimal selection of blocked robust parameter designs and their applications. Applied Mathematical Sciences, 2(38), 1873-1884.

12 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

Blocking is a useful technique to control systematic variation in experiments. Robust parameter design is widely used as an effective tool to reduce process variability by appropriate selection of control factors to make the process insensitive to noise. In this paper, we propose and study a method for selecting the optimal blocked robust parameter designs when some of the control-by noise interactions are included in the model. We then discuss how to search for the best designs according to this method and present some results for designs of 8 and 16 runs.

Keywords: Blocking, confounding, control factor, fractional factorial design, noise factor, robust parameter design

Suggested Citation

Ke, Weiming and Yao, Rui, Optimal Selection of Blocked Robust Parameter Designs and Their Applications (2008). Ke, W. & Yao, R. (2008). Optimal selection of blocked robust parameter designs and their applications. Applied Mathematical Sciences, 2(38), 1873-1884. , Available at SSRN: https://ssrn.com/abstract=2740148

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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