摘要
d^z-析取矩阵是组合群测的具有检错和纠错的一种识别工具,它在许多领域有着广泛的应用.在辛空间上研究了d^z-析取矩阵,计算了它的参数并研究了它的检纠错性质.
A d^z-disjunct matrices is a identification tool of group testing with detecting errors and correcting errors. It is widely used in many areas. It is studied d^z-disjunct matrices and its properties of detecting errors and correcting errors in totally isotropic subspaces of the symplectic space, and is calculated its parameters.
作者
谢毅
赵燕冰
XIE Yi;ZHAO Yan-bing(Department of basic teaching,Huanghe Jiaotong University,Jiaozuo 454950,China;Department of Basic Courses,Zhangjiakou Vocational and Technical College,Zhangjiakou 075000,China)
出处
《数学的实践与认识》
北大核心
2019年第4期239-244,共6页
Mathematics in Practice and Theory
关键词
辛空间
全迷向子空间
d^z-析取矩阵
汉明距离
检错性
纠错性
symplectic space
totally isotropic subspaces
d^z-disjunct matrix
Hamming distance
detecting errors
correcting errors
