A replacement scheme on the construction of orthogonal arrays 構(gòu)造正交表的一種替換模式
The kronecker product of projection matrices and related orthogonal array 積及其相關(guān)的正交表
As applications of these methods , some combinatorial properties of orthogonal arrays are studied 同時(shí),應(yīng)用這些方法研究了正交表的組合性質(zhì)。
Also , two classes of orthogonal arrays with 4n2 - and 9n2 - runs are constructed , respectively . and series of orthogonal arrays are obtained 且給出了試驗(yàn)次數(shù)為4n ~ 2和9n ~ 2兩類正交表的構(gòu)造。
One of the reasons why orthogonal arrays are so popular in experimental design is that they can be used as orthogonal main - effect plans 正交表在試驗(yàn)設(shè)計(jì)方面廣泛流行的原因之一是它能夠用作正交主效應(yīng)設(shè)計(jì)。