摘要
借助2×2复矩阵表示,探讨复四元数和复分裂四元数这两类超复数矩阵的基本性质,给出了一种求复四元数矩阵和复分裂四元数矩阵行列式的方法,并研究了复四元数和复分裂四元数的一些特殊矩阵.
The basic properties of complex quaternion and complex split quaternion are discussed by 2×2 com-plex matrix representation.Based on this method for computing the determinant of complex quaternion matrix and complex split quaternion matrix is given.Finally,some special matrices of complex quaternion and com-plex split quaternion are studied.
作者
邓勇
DENG Yong(College of Mathematics and Statistics,Kashi University,Kashi 844000,Xinjiang,China)
出处
《喀什大学学报》
2023年第3期1-5,32,共6页
Journal of Kashi University
基金
国家自然科学基金资助项目(11201411).
关键词
复四元数矩阵
复分裂四元数矩阵
复矩阵表示
complex quaternion matrix
complex split quaternion matrix
complex matrix representation
