河南城建学院学报2011，Vol.20Issue(6)：52-54,3.
K-行正交矩阵及其可交换性
K-row orthogonal matrix and its exchangeability
贾书伟 1何承源 1王应选 1于海平1
作者信息
- 1. 西华大学数学与计算机学院,四川成都610039
- 折叠
摘要
Abstract
The concept of K-row orthogonal matrix is given,and the determinant,reversibility,interchangeable and other issues were discussed,the conclusions are as follows： K-row orthogonal matrix is symmetric matrix;a number of K-row orthogonal matrix and its transpose matrix exchangeable line,a number of K-row orthogonal matrix and its transpose matrix columns are interchangeable;number of K-row difference to its line orthogonal matrix transpose matrix commutative.A number of K-row differences between the orthogonal matrixes transpose matrix with columns and other findings are also interchangeable.关键词
矩阵/行列对称矩阵/K-行正交矩阵/可交换性Key words
matrix/ranks of symmetric matrix/K-row orthogonal matrix/exchangeability分类
数理科学引用本文复制引用
贾书伟,何承源,王应选,于海平..K-行正交矩阵及其可交换性[J].河南城建学院学报,2011,20(6):52-54,3.
