中心复合设计的一些最优性变化

Lilian O. Ngonadi, F. Eze
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引用次数: 1

摘要

利用A、D和G最优准则研究了中心复合设计(CCD)在立方体点、轴点和中心点完全和部分重复条件下的一些变化。结果表明,在A和D最优性准则下,立方体、轴和中心点的完全复制优于立方体、轴和中心点的部分复制,而在G最优性准则下则有所不同。对于所研究的所有ccd的立方体、轴和中心点的部分复制,部分复制的立方体点是D最优的,但在A和G最优准则下有所不同。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Some Optimality Variations of Central Composite Designs
Some variations of central composite designs (CCD) under complete and partial replications of cube, axial and center points are studied using A, D and G optimality criteria. The results obtained suggest that complete replication of the cube, axial and center points are better than the partial replication of cube, axial and center points under the A and D optimality criteria studied while it varies under G optimality criterion. The partial replication of the cube, axial and center point for all the CCDs studied, the partial replicated cube point is D optimal but varies under A and G optimality criteria.
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