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| 拟次酉阵与拟次Hermite阵 | |
| 引用本文： | 郭伟.拟次酉阵与拟次Hermite阵[J].数学理论与应用,2003,23(2):16-19. |
| 作者姓名： | 郭伟 |
| 作者单位： | 重庆工商大学理学院，重庆，400067 |
| 摘 要： | 提出了拟次酉阵、拟(反)次Hermite阵概念，研究了它们的性质及其相互间的关系，将正交矩阵广义Gayley分解推广到拟次酉阵上。 |
| 关 键 词： | 拟次酉阵 拟次Hermite阵 正交矩阵 广义Gayley分解 共扼次转置 复次正定阵 |
The Quasi-sub-unitary Matrix and Quasi-sub-Hermite Matrix |
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| Guo Wei.The Quasi-sub-unitary Matrix and Quasi-sub-Hermite Matrix[J].Mathematical Theory and Applications,2003,23(2):16-19. | |
| Authors: | Guo Wei |
| Abstract: | The concept of quasi-sub-unitary matrix and quasi-(anti)sub-Hermite matrix are given,and discusses their propertives and relations between them.The orthogonal matrix's Gayley decomposition is extended into quasi-sub-unitary matrix fields. |
| Keywords: | subpositive definite complex matrix (anti)sub-Hermite matrix quasi-(anti)sub-Hermitematrix quasi-sub-unitary matrix |
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