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BOUND ON THE MAXIMUM NUMBER OF CLEAR TWO-FACTOR INTERACTIONS FOR 2^(n-(n-k)) DESIGNS 被引量:1

BOUND ON THE MAXIMUM NUMBER OF CLEAR TWO-FACTOR INTERACTIONS FOR 2^(n-(n-k))DESIGNS
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摘要 Clear effects criterion is an important criterion for selecting fractional factorial designs[1].Tang et al.[2]derived upper and lower bounds on the maximum number of clear two-factor interactions(2fi's)in 2^n-(n-k)designs of resolution Ⅲ and Ⅳ by constructing 2^n-(n-k)designs.But the method in[2]does not perform well sometimes when the resolution is Ⅲ.This article modifies the construction method for 2^n-(n-k) designs of resolution Ⅲ in[2].The modified method is a great improvement on that used in[2]. Clear effects criterion is an important criterion for selecting fractional factorial designs[1].Tang et al.[2]derived upper and lower bounds on the maximum number of clear two-factor interactions(2fi's)in 2^n-(n-k)designs of resolution Ⅲ and Ⅳ by constructing 2^n-(n-k)designs.But the method in[2]does not perform well sometimes when the resolution is Ⅲ.This article modifies the construction method for 2^n-(n-k) designs of resolution Ⅲ in[2].The modified method is a great improvement on that used in[2].
出处 《Acta Mathematica Scientia》 SCIE CSCD 2008年第4期949-954,共6页 数学物理学报(B辑英文版)
基金 NNSF of China(10571093,10671099 and 10771123) SRFDP of China(20050055038) NSF of Shandong Province of China(Q2007A05) the Visiting Scholar Program at Chern Institute of Mathematics
关键词 Random fractional design CLEAR resolution Random fractional design, clear, resolution
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