commutative matrix
英 [kəˈmjuːtətɪv ˈmeɪtrɪks]
美 [kəˈmjuːtətɪv ˈmeɪtrɪks]
网络 可交换矩阵
双语例句
- The Conditions For The Commutation Of Matrix and Some Properties Of The Commutative Matrix
矩阵可交换的条件及可交换矩阵的性质 - Tnis paper introduces the concept of the joint singular value in the commutative matrix and discusses the relation between the joint singular value and the joint eigenvalue.
本文引进了交换矩阵的联合奇异值概念，并讨论了它和联合特征值之间的关系。 - In this paper the construction of commutative algebras for a matrix is established according to its Jordan canonical matrix. From this the symmetry algebra of a bilinear system is derived and a way of finding the symmetry group for a nonlinear system is presented.
本文根据矩阵的Jordan标准形建立矩阵的交换代数的构造方法，在此基础上导出双线性系统的对称代数，并给出寻找一般非线性系统的对称群的一种途径。 - In this paper, the author proves, first, that O is commutative if the matrix game has a pure solution.
本文首先证明了：若矩阵对策G有纯解，则O是可换的。 - The realization theory of linear systems defined over a commutative Banach algebra W is studied. For the given strictly proper rational matrix function over W, using the matrix fraction description, the controllable and observable realizations have been constructed.
研究变换Banach代数W上线性系统的实现理论，对给定的W上的严格真有理矩阵函数，利用其矩阵分式描述，构造了其可控形和可观测形的实现； - This paper mainly discusses the generalized positive definiteness of product matrices fot a kind of real square matrix ( strong commutative matrices), and gives a necessary and sufficient condition for the product of two matrices to be a generalized positive definite matrix.
广义正定阵是正定（实对称）阵概念的推广。本文给出一类（强可交换）矩阵乘积为广义正定阵的充分必要条件。本文给出广义正定阵判别方法，讨论几类矩阵之间的关系； - We present the trigonometric representations of structured matrices by using displacement rank and commutative Hessenberg matrix algebra. Applications on Toeplitz and Toeplitz-plus-Hankel matrices are discussed.
利用位移秩和交换Hessenberg矩阵代数给出结构矩阵的三角表示，并讨论在Toeplitz矩阵和Toeplitz+Hankel矩阵方面的应用。