几类特殊分块矩阵的研究  

Research to Several Special Partitioned Matrices

作　　者：黄允发[1] 

机构地区：[1]韩山师范学院数学与信息技术系,广东潮州521041

出　　处：《韩山师范学院学报》2011年第3期19-23,共5页Journal of Hanshan Normal University

基　　金：韩山师范学院大学生创新性实验(实践)项目(N0.2009-36)

摘　　要：研究了K-(反)可换矩阵,S-(反)可换矩阵等特殊分块矩阵,获得了K-(反)可换矩阵与S-(反)可换矩阵、自共轭S-(反)可换矩阵和中心(斜)对称矩阵的联系等一些新的结论.In this paper, several special partitioned matrices are studied such as K-（skew）commutative matrix and S-（skew）commutative matrix and some new conclusions are obtained such as the relations of K- （skew）commutative matrix and S- （skew）commutative matrix , self-conjugate S- （skew）commutative matrix, centro（skew）symmetric matrix.

关 键 词：K-(反)可换矩阵 S-(反)可换矩阵 准对角矩阵 中心(斜)对称矩阵 中心自共 轭矩阵 自共轭S-(反)可换矩阵 

分 类 号：O151.21[理学—数学]