Blocked two-level regular factorial designs with weak minimum aberration

成果类型:
Article
署名作者:
Zhao, Shengli; Li, Pengfei; Karunamuni, Rohana
署名单位:
Qufu Normal University; University of Waterloo; University of Alberta
刊物名称:
BIOMETRIKA
ISSN/ISSBN:
0006-3444
DOI:
10.1093/biomet/ass061
发表日期:
2013
页码:
249253
关键词:
schemes
摘要:
This paper considers the construction of blocked two-level regular designs with weak minimum aberration. We first obtain the minimum value of the number of two-factor interactions which are aliased with the block effects. Based on this result, two methods are then proposed in two different scenarios to construct weak minimum aberration blocked two-level designs with respect to some existing combined wordlength patterns.
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