(d,r,z]-析取矩阵的卡氏积及其性质  

Descartes Product of (d,r,z]-disjunct Matrices and Its Properties

作　　者：张拥萍[1] 李艳[2] 胡海燕[1] 

机构地区：[1]张家口学院初等教育系,河北张家口075000 [2]张家口学院理学系,河北张家口075000

出　　处：《数学的实践与认识》2017年第8期292-296,共5页Mathematics in Practice and Theory

基　　金：河北省张家口市科技支撑研究项目基金资助(1112025B)

摘　　要：二元叠加码[d,r,z]-析取矩阵是Pooling设计理论的一个极其重要的数学模型,定义了两个已知(d,r,z]-析取矩阵的卡氏积并计算了它的参数,最后介绍了它的检纠错性质.The binary superimposed code （d, r, z]-disjunct matrix is a extremely important mathematical model of pooling design theory . Defined Descartes product of the two known （d, r, z]-disjunct matrices as a new （d,r, z]-disjunct matrix and calculated its parameters. The last, introduced its properties of error detecting and error correcting.

关 键 词：(d r z]-析取矩阵 卡氏积 汉明距离:检错 

分 类 号：O151.21[理学—数学]