关于广义酉矩阵的若干结果  

Some Conclusions for Generalized Unitary Matrix

作　　者：戴立辉[1] 胡康秀[2] 

机构地区：[1]闽江学院数学系,福建福州350108 [2]东华理工大学理学院,江西南昌330013

出　　处：《东华理工大学学报（自然科学版）》2012年第2期193-196,共4页Journal of East China University of Technology(Natural Science)

基　　金：闽江学院科技启动项目(YKQ1104)

摘　　要：酉矩阵是一类特殊而重要的复数矩阵,在量子力学等领域中有重要的应用,广义酉矩阵的研究对矩阵理论的研究有着重要的意义。从广义酉矩阵的定义出发,通过对酉矩阵与广义酉矩阵进行比较,研究了广义酉矩阵的性质,得到了关于广义酉矩阵的若干结果,是酉矩阵相应结果的推广。Unitary matrix is a special and important complex matrix and can be used in quantum mechanics and other fields. The study of generalized unitary matrix is very important for matrix theory＇ s research. According to the definition of generalized unitary matrix, and comparing with unitary matrix and generalized unitary matrix, some properties of generalized unitary matrix is discussed in this paper. Some conclusions for generalized unitary matrix are obtained, which are generalized of unitary matrix, corresponding results.

关 键 词：酉矩阵 广义酉矩阵 广义HERMITE矩阵 广义反Hermite矩阵 结果 

分 类 号：O151.21[理学—数学]