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典型文献
Construction of Orthogonal Arrays without Interaction Columns
文献摘要:
In this paper a new class of orthogonal arrays(OAs),i.e.,OAs without interaction columns,are proposed which are applicable in factor screening,interaction detection and other cases.With the tools of difference matrices,we present some general recursive methods for constructing OAs of such type.Several families of OAs with high percent saturation are constructed.In particular,for any integer λ≥3,such a two-level OA of run 4λ can always be obtained if the corresponding Hadamard matrix exists.
文献关键词:
作者姓名:
Shan-qi PANG;Ya-ping WANG;Ming-yao AI
作者机构:
School of Mathematics and Information Science,Henan Engineering Laboratory for Big Data Statistical Anal-ysis and Optimal Control,Henan Normal University,Xinxiang 453007,China;KLATASDS-MOE,School of Statistics,East China Normal University,Shanghai 200062,China;LMAM,School of Mathematical Sciences and Center for Statistical Science,Peking University,Beijing 100871,China
引用格式:
[1]Shan-qi PANG;Ya-ping WANG;Ming-yao AI-.Construction of Orthogonal Arrays without Interaction Columns)[J].应用数学学报(英文版),2022(01):159-168
A类:
Columns,OAs
B类:
Construction,Orthogonal,Arrays,without,Interaction,this,paper,new,class,orthogonal,arrays,interaction,columns,are,proposed,which,applicable,screening,detection,other,cases,With,tools,difference,matrices,we,present,some,general,recursive,methods,constructing,such,type,Several,families,high,percent,saturation,constructed,particular,any,integer,two,level,run,can,always,be,obtained,corresponding,Hadamard,matrix,exists
AB值:
0.689866
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