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分区组设计的一般最小低阶混杂准则的某些结果(英文)

Some Results on General Minimum Lower Order Confounding Criterion for Blocked Designs
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摘要 一般最小低阶混杂准则是一个判断分区组设计好坏的新的最优性准则,一般最小低阶混杂准则下的最优分区组设计的构造是一个重要的问题.对一个分区组设计,本文给出了它的与饱和设计Hq中的某个列γ混杂的三阶处理交互作用的个数的表达式,这些结果在构造一般最小低阶混杂准则下的最优分区组设计时是有用的. The general minimum lower order confounding(GMC for short) criterion is a new optimality criterion for assessing the goodness of blocked designs.Construction of optimal blocked designs under the GMC criterion is an important issue.For a blocked design,the paper gives the expression of the number of its third order treatment interactions aliased with some column γ in the saturated design Hq.The results are useful in constructing the optimal blocked designs under the GMC criterion.
作者 赵胜利
出处 《曲阜师范大学学报(自然科学版)》 CAS 2010年第3期23-26,29,共5页 Journal of Qufu Normal University(Natural Science)
基金 supported by the NNSF of China (10826059,10901092) the NSF of Shandong Province of China (Q2007A05) the China Postdoctoral Science Foundation(20090451292)
关键词 一般最小低阶混杂 分区组设计 General minimum lower order confounding blocked designs
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参考文献5

  • 1Zhang R C,Li P,Zhao S L,et al.A general minimum lower-order confounding criterion for two-level regular designs[J].Statist Sinica,2008,18:1689-1705.
  • 2Zhang R C,Mukerjee R.Characterization of general minimum lower order confounding via complementary sets[J].Statist Sinica,2009,19:363-375.
  • 3Zhang R C,Mukerjee R.General minimum lower order confounding in block designs using complementary sets[J].Statist Sinica,2009,19:1787-1802.
  • 4Zhao S L,Li P F,Zhang R C,et al.On the construction of blocked two-level designs with general minimum lower order confounding[J].Submitted to J Statist Plann Inference.
  • 5Zhao S L,Liu Y L.Some Results on 3-level factorial designs[J].Journal of Qufu Normal University,2008,34(1):1-5.

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