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Graphical methods for evaluating covering arrays

机译:评估覆盖数组的图形方法

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Covering arrays relax the condition of orthogonal arrays by only requiring that all combination of levels be covered but not requiring that the appearance of all combination of levels be balanced. This allows for a much larger number of factors to be simultaneously considered but at the cost of poorer estimation of the factor effects. To better understand patterns between sets of columns and evaluate the degree of coverage to compare and select between alternative arrays, we suggest several new graphical methods that show some of the patterns of coverage for different designs. These graphical methods for evaluating covering arrays are illustrated with some examples. Copyright (c) 2015 John Wiley & Sons, Ltd.
机译:覆盖阵列通过仅要求覆盖所有级别的组合而不要求平衡所有级别的组合的外观来放宽正交阵列的条件。这允许同时考虑大量因素,但代价是对因素影响的估计较差。为了更好地理解各组列之间的模式并评估覆盖度以在其他阵列之间进行比较和选择,我们建议使用几种新的图形方法来显示不同设计的某些覆盖模式。通过一些示例说明了这些评估覆盖阵列的图形方法。版权所有(c)2015 John Wiley&Sons,Ltd.

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