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Orthogonal blocking arrangements for 24-run and 28-run two-level designs

机译:24次和28次运行的两级设计的正交阻塞布置

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Much research has been done concerning 24-run orthogonal two-level designs involving 3-23 factors and 28-run orthogonal two-level designs involving 3-27 factors. The focus of this research was on completely randomized screening designs and led to lists of recommended designs for each number of factors. When using the recommended designs, there is either no aliasing between the main effects and the two-factor interaction effects or only a limited amount. Among all designs with this attractive property, the recommended designs minimize the aliasing among the two-factor interaction effects. It is, however, unclear which 24- and 28-run designs are best when complete randomization is infeasible and the designs have to be arranged in blocks. In this article, we address this issue and present the best arrangements of 24-run designs in 3, 4, and 6 blocks and the best arrangements of 28-run designs in 7 blocks.
机译:有关涉及3-23个因素的24次正交的两级设计,以及涉及3-27个因素的28次正交两级设计,已经完成了许多研究。 本研究的重点是完全随机筛选设计,并导致了每个因素的推荐设计。 使用推荐的设计时,在主要效果和双因素交互效果之间或仅有有限量之间没有别名。 在具有这种有吸引力的物业的所有设计中,推荐的设计最小化了双因素相互作用效应之间的混叠。 然而,目前不清楚哪个24和28次运行的设计是最佳的,当完整随机化是不可行的时,必须在块中排列设计。 在本文中,我们解决了这个问题,并提出了在3,4和6个街区的24个运行设计的最佳安排以及7个街区中的28个运行设计的最佳安排。

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