摘要
In this article, the authors obtain some theoretical results for 2_(IV)^(m-p) designs to have the maximum number of clear two-factor interactions by considering the number of two-factor interactions that are not clear. Several 2_(IV)^(m-p) designs with the maximum number of clear two-factor interactions, judged using these results, are provided for illustration.
In this article, the authors obtain some theoretical results for 2IV^m-p designs to have the maximum number of clear two-factor interactions by considering the number of two-factor interactions that are not clear. Several 2IV^m-p designs with the maximum number of clear two-factor interactions, judged using these results, are provided for illustration.
出处
《数学物理学报（A辑）》
CSCD
北大核心
2006年第B12期1153-1158,共6页
Acta Mathematica Scientia
基金
Research supported by the NNSF of China (10301015: 10571093)the SRFDP of China (20050055038)the China Portdoctoral Science Foundation (20060390169)Liu and Zhang's research was also supported by the Visiting Scholar Program at Chern Institute of Mathematics.
关键词
图论
二因素相互作用
最小变形
最大数
字长模式
Clear two-factor interaction
Minimum aberration
Resolution
Wordlength pattern
