On the connection between maximin distance designs and orthogonal designs
研究了最大最小距离设计与正交设计之间的关系，通过建立镜像对称和一般U型设计的最小点间距离的新界限，证明两者在某些条件下等价。
Maximin distance designs and orthogonal designs are widely used in computer and physical experiments. We characterize a broad class of maximin distance designs by establishing new bounds on the minimum intersite distance for mirror-symmetric and general U-type designs. We show that maximin distance designs and orthogonal designs are closely related and coincide under some conditions.