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实四元数矩阵方程的广义反对称酉反对称解
引用本文:吴文静,王丽丽,孙梅兰.实四元数矩阵方程的广义反对称酉反对称解[J].合肥学院学报(自然科学版),2008,18(2):11-13.
作者姓名:吴文静  王丽丽  孙梅兰
作者单位:合肥学院,数学与物理系,合肥,230601
基金项目:合肥学院教研基金 , 合肥学院校科研和教改项目
摘    要:利用广义反对称酉反对称矩阵的性质和矩阵的自反逆的理论,得到了实四元数矩阵方程AX=C和矩阵方程组A1X=C1,A2X=C2]的广义反对称酉反对称解的存在条件及其通解表达式.

关 键 词:四元数矩阵方程  自反逆  广义反对称酉反对称矩阵
文章编号:1673-162X(2008)02-0011-03
修稿时间:2008年3月3日

General Anti-symmetric Unitary Anti-symmetric Solutions to Systems of Real Quaternion Matrix Equations
WU Wen-jing,WANG Li-li,SUN Mei-lan.General Anti-symmetric Unitary Anti-symmetric Solutions to Systems of Real Quaternion Matrix Equations[J].Journal of Hefei University :Natural Sciences,2008,18(2):11-13.
Authors:WU Wen-jing  WANG Li-li  SUN Mei-lan
Institution:( Department of Mathematics and Physics, Hefei University, Hefei 230601, China)
Abstract:By applying the properties of general anti-symmetric unitary anti-symmetric matrix and the theory of reflexive inverse of matrix, the sufficient conditions for the existence and the common expressions of general anti-symmetric unitary anti-symmetric solutions of matrix equation AX = C and the systemA1X=C1,A2X=C2]are presented.
Keywords:system of quaternion matrix equations  reflexive inverse  general anti-symmetric unitary anti-symmetric matrix
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