从正交阵列和差分方案构造分组正交阵列
Grouped Orthogonal Arrays from Orthogonal Arrays and Difference Schemes
AI总结：
针对分组输入计算机实验和组间交互可忽略的物理实验，提出多种构造方法，生成大量具有更多组和更大组大小的新分组正交阵列。
摘要：
分组正交阵列被引入以解决分组输入的计算机实验以及假设不同组因子间交互可忽略的物理实验中出现的实验设计问题。受此类设置下对灵活高效设计日益增长的需求的推动，本文开发了几种构造方法以扩展现有的分组正交阵列目录。所提出的构造方法提供了大量新的分组正交阵列，其组数和组大小显著增加。
英文摘要：
Grouped orthogonal arrays were introduced to address experimental design problems arising in computer experiments with grouped inputs, as well as in physical experiments where interactions between factors from different groups are assumed to be negligible. Motivated by the growing need for flexible and efficient designs under such settings, this article develops several constructions to expand the existing catalogs of grouped orthogonal arrays. The proposed constructions provide a large collection of new grouped orthogonal arrays with significantly larger numbers of groups and group sizes.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
