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On non-isomorphic orthogonal array OA(3~5,20,3,3)

机译:关于非同构正交数组OA(3〜5,20,3,3)

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摘要

There are several criteria for measuring the quality of an experimental design. Many of these criteria are related to each other and some are even equivalent. Hill (1983) gave nine non-isomorphic OA(3~5,20,3,3) based on the inequivalent 20-caps of PG(4, 3). Also Kschischang and Pasupathy (1992) mention the existence of an OA(3~5,20,3,3). This paper uses the criterion of minimum aberration to compare these orthogonal arrays. The paper also uses uniformity measured in terms of discrepancy to identify design isomorphism and compare these non-isomorphic orthogonal arrays.
机译:有几个衡量实验设计质量的标准。这些标准中有许多是相互关联的,有些甚至是等效的。 Hill(1983)根据不等价的20个大写字母PG(4,3)给出了9个非同构OA(3〜5,20,3,3)。 Kschischang和Pasupathy(1992)也提到了OA(3〜5,20,3,3)的存在。本文使用最小像差准则比较这些正交阵列。本文还使用根据差异度量的均匀性来识别设计同构并比较这些非同构正交数组。

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