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Construction of fractional factorial split-plot designs with weak minimum aberration

机译:最小像差弱的分数阶因子分解图设计的构造

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Fractional factorial split-plot (FFSP) designs with minimum aberration have received much attention in industrial experiments. But they are not so easy to be constructed for the cases when there are many whole plot (or sub-plot) factors and only few sub-plot (or whole plot) factors. Weak minimum aberration is a weak version of minimum aberration. Based on the theory of complementary designs, this paper provides some theoretical results which are useful for constructing FFSP designs with weak minimum aberration for these cases. From these results, many such FFSP designs are constructed and tabulated, and it is further shown that quite a few of them are also minimum aberration designs.
机译:具有最小像差的分数阶因子分解图(FFSP)设计在工业实验中受到了广泛关注。但是,对于存在很多整个图(或子图)因子而只有几个子图(或整个图)因子的情况而言,构建它们并不是那么容易。最小像差弱是最小像差的弱版本。基于互补设计的理论,本文提供了一些理论结果,对于构建这种情况下最小像差较弱的FFSP设计很有用。从这些结果,可以构建并制成许多这样的FFSP设计,并进一步表明,其中不少也是最小像差设计。

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