A0410
Title: On construction of nonregular two-level factorial designs with maximum generalized resolutions
Authors: Chenlu Shi - Colorado State University (United States) [presenting]
Boxin Tang - Simon Fraser University (Canada)
Abstract: The generalized resolution was introduced and justified as a criterion for selecting nonregular factorial designs. Although extensive research has been conducted on other aspects of nonregular designs, few works have investigated the construction of nonregular designs with maximum generalized resolutions. To date, the knowledge of nonregular designs with maximum generalized resolutions is predominantly computational, except for very few theoretical results. Lower bounds on relevant J-characteristics are derived, and the construction results are presented. With the assistance of the lower bounds, many of the constructed designs are shown to have maximum generalized resolutions.
