有限辛空间上一类群测模型的构作和性质  

Constructions and Properties of Group Testing Models from the Finite Symplectic Space

作　　者：于娜 王少彧 温新苗 YU Na;WANG Shao-yu;WEN Xin-miao(School of Mathematics and Physics,Handan College,Handan 056000,China;School of mathematics and Information Science,Zhang Jiakou University,Zhangjiakou 075000,China)

机构地区：[1]邯郸学院数理学院,河北邯郸056000 [2]张家口学院数学与信息科学学院,河北张家口075000

出　　处：《数学的实践与认识》2020年第8期316-320,共5页Mathematics in Practice and Theory

摘　　要：利用有限域上辛空间的全迷向子空间的包含关系构造了一类非适应性分组测试理论的群测模型,并计算了这些模型的相关参数.A class of group testing models are constructed by inclusion relations of totally isotropic subspaces in the finite symplectic space,and its parameters of association are counted by enumeration theorem.

关 键 词：辛空间 全迷向子空间 群测模型 汉明距离 

分 类 号：O177[理学—数学]