利用伪辛空间中2维全迷向子空间构作结合方案与PBIB设计  

CONSTRUCTING ASSOCIATION SCHEMES AND PBIB DESIGNS WITH 2 DIMENSIONAL TOTALLY ISOTROPIC SUBSPACES IN PSEUDO SYMPLECTIC SPACE

作　　者：李凤高[1] 

机构地区：[1]张家口师范专科学校

出　　处：《高校应用数学学报（A辑）》1996年第3期335-342,共8页Applied Mathematics A Journal of Chinese Universities(Ser.A)

基　　金：河北省自然科学基金

摘　　要：取有限域Ｆｑ上２×２＋２维伪辛空间中２维全迷向子空间作为处理，构作了具有４个结合类和２个结合类的结合方案与ＰＢＩＢ设计。Taking as treatments the 2 dimensional totally isotropic subspaces in the 6 dimensional pseudo symplectic space over finite fields of characteristic 2, we first give the association schemes with 4 and 2 associate classes respectively, and then construct two PBIB designs by using the first association scheme, and calculate their parameters.

关 键 词：伪辛空间 全迷向子空间 结合方案 PBIB设计 

分 类 号：O157.2[理学—数学]