Linear Algebra and its ApplicationsL. Rodman. Pairs of hermitian and skew-hermitian quaternionic matrices: canonical forms and their applications. To appear in Linear Algebra Appl.RODMAN L.Pairs of hermitian and skew-hermitian quater-nionic matrices:Canonical forms and their applications. Linear ...
Diagonal, unitary, Hermitian, and skew-Hermitian matrices are special cases of normal matrices. If the matrix A is real (that is, all entries are real), the terms Hermitian, skew-Hermitian, and unitary are usually replaced by symmetric, skew-symmetric, and unitary, respectively. The ...
生活娱乐 搜试试 续费VIP 立即续费VIP 会员中心 VIP福利社 VIP免费专区 VIP专属特权 客户端 登录 百度文库 其他 skew-hermitian matrices 数学中文skew-hermitian matrices数学中文 斜厄米特矩阵数学 ©2022 Baidu |由 百度智能云 提供计算服务 | 使用百度前必读 | 文库协议 | 网站地图 | 百度营销 ...
First we study the special structures of quaternion bihermitian and skew bihermitian matrices. Then the problem of solving the least-squares bihermitian and skew bihermitian solutions of the quaternion matrix equation AXB ?=? C can be transformed into particular real linear system using these ...
skew Hermitian matrix 斜厄密矩阵 Hermitian matrix 厄密矩阵,埃尔米特矩阵,艾米矩阵 skew matrix 斜矩阵 positive definite Hermitian matrix 正定埃尔米特矩阵 skew symmetric matrix 斜对称矩阵 skew symmetric matrix 反对称矩阵 skew at v. 斜视 on the skew adv.歪斜地 Hermitian kernel 厄密核 herm...
Since real matrices are unaffected by complex conjugation, a real matrix that is skew-symmetric is also skew-Hermitian. For example, the matrix A=[01−1 0] is both skew-Hermitian and skew-symmetric. The eigenvalues of a skew-Hermitian matrix are purely imaginary or zero....
Aghazadeh, N., Salkuyeh, D.K., Bastani, M.: Two-parameter generalized Hermitian and skew-Hermitian splitting iteration method. Int. J. Comput. Math. 93, 1119-1139 (2016)Two-parameter generalized Hermitian and skewHermitian splitting iteration method. Nasser A,Davod KS,Mehdi B. International...
Hermitian and skew-Hermitian splittingthe generalized Lyapunov equationIn this paper, we propose the generalized modified Hermitian and skew-Hermitian splitting (GMHSS) approach for computing the generalized Lyapunov equation. The GMHSS iteration is convergent to the unique solution of the generalized ...
The entries on the diagonal of a skew-Hermitian matrix are always pure imaginary or zero. Since real matrices are unaffected by complex conjugation, a real matrix that is skew-symmetric is also skew-Hermitian. For example, the matrix
Because H is Hermitian and S is skew-Hermitian, there exist unitary matrices V and U such that H = V H V ∗ , S = U S U ∗ , where H = diag(λ 1 ,λ 1 , . . . , λ n ) and S = diag(ı μ 1 , ı μ 2 , . . . , ı μ n ) with λ j and ...