摘要
本文讨论了4t(t≥2)阶规范化HADAMARD矩阵与(ν,κ,λ)组态等价定理的完备证明及(ν,κ,λ)差集与2^(?)(n≥1)阶HADAMARD方阵的一种算法.
The paper has discussed a complete proof of the theory that the normalized HADAMARD matrix of order n=4f(t≥2) is equivalent to a (υ,k,λ) -configuration with parameters υ= 4t-1 ,k = 2t-1,λ=t-1. The algorithm of (υ,k,λ) difference set and 2'(n≥1)order HADAMARD mairix has also been discussed.
出处
《烟台大学学报(自然科学与工程版)》
CAS
1989年第2期15-21,共7页
Journal of Yantai University(Natural Science and Engineering Edition)
关键词
组合设计
阿德玛矩阵
差集
HADAMARD matrix. Balanced incomplete block design. Difference set.