杨贵军. 某些包含最多纯净两因子交互效应$2_{\rm{III}}^{m-(m-k)}$设计的一种构造方法[J]. 应用概率统计, 2008, 24(6): 574-580.
引用本文: 杨贵军. 某些包含最多纯净两因子交互效应$2_{\rm{III}}^{m-(m-k)}$设计的一种构造方法[J]. 应用概率统计, 2008, 24(6): 574-580.
Yang Guijun. An Approach for Constructing Some $2_{\rm{III}}^{m-(m-k)}$Designs with the Maximum Number of Clear Two-Factor Interactions[J]. Chinese Journal of Applied Probability and Statistics, 2008, 24(6): 574-580.
Citation: Yang Guijun. An Approach for Constructing Some $2_{\rm{III}}^{m-(m-k)}$Designs with the Maximum Number of Clear Two-Factor Interactions[J]. Chinese Journal of Applied Probability and Statistics, 2008, 24(6): 574-580.

某些包含最多纯净两因子交互效应2_\rmIII^m-(m-k)设计的一种构造方法

An Approach for Constructing Some 2_\rmIII^m-(m-k)Designs with the Maximum Number of Clear Two-Factor Interactions

  • 摘要: 本文给出了构造包含最多纯净两因子交互效应2_\textIII^m-(m-k)设计的一种方法. 对于某些设计参数m和k, 验证了所构造的设计包含纯净两因子交互效应的数量多于Tang et al. (2002)所构造的设计. 并且所构造的设计都给出了格子点表示.

     

    Abstract: This paper provides an approach for constructing 2_\textIII^m-(m-k) designs containing the maximum number of clear two-factor interactions. The designs obtained contain more clear two-factor interactions than those obtained Tang et al. (2002) for some m and k. Moreover, the designs constructed are shown to have concise grid representations.

     

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