matrix algebra

non-singular h-matrix has an important application in matrix algebra and computational mathematics. it plays an important role in economy mathematics, electric system, control theory and many other fields.

非奇异H-矩阵在矩阵代数和计算数学的理论研究中有着广泛的应用，在众多科学领域如经济数学、电力系统理论、控制论等都有着重要的意义和实用价值。

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The structure character of system transfer matrices can be used to solve a class of singular H ∞ control problem and a reduced order H ∞ controller can be constructed in explicit form either by linear matrix inequations method or two algebra Riccati equation method.

一类奇异H∞控制问题可以利用系统矩阵的结构特征通过线性矩阵不等式或2代数黎卡提方程方法直接显式构造得到降阶控制器。

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this paper deals with the formulae for transformation between two different geodetic coordinate systems and between two different rectangular space coordinate systems derived in terms of the matrix algebra with rotation ( r), metric ( h) and jacobian ( j) matrices.

本文利用旋转矩阵（R），度量矩阵（H）和雅可比矩阵（J）按矩阵代数导出不同大地坐标系和不同空间直角坐标系的换算公式。

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Since I behaves like the number 1 in ordinary algebra it is called the identity matrix.

由于工具有普通代数中数1的性质,称它为幺矩阵.

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Redefine the free degree of Mathematical Statistics and improve the certification of in the second line from the bottom on page 377 of the teaching material by making use of the knowledge concerning quadratic type and matrix in linear algebra.

利用线性代数中二次型矩阵的有关知识，重新定义数理统计中的自由度，并对教材中的证明进行订正。

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Preserver Problems is a very important branch of matrix algebra, there are appear inone hundred years.

保持问题是矩阵代数中一个重要的研究分支, 百余年来取得了丰硕的成果.

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noah studied the matrix algebra tableau carefully.

诺亚仔细地研究了矩阵代数表。

AI例句精选

The Method of Formal Power Series in Matrix Algebra

形式幂级数方法在矩阵运算中的应用

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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。

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Chapter 6 contains the matrix algebra used in this class ( and more ! ) .

课堂中所将提到的矩阵代数及相关理论皆可参考这本书的 第6 章.

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The Cohen's formula about computing the eigenvalue of the closed system matrix of "linear" discrete event dynamic systems over max-algebra is proved by the method which is different from Karp's one.

用了与Karp不同的方法，证明了Cohen关于计算线性离散事件动态系统的闭环系统矩阵在极大代数意义下的特征值的公式。

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A rectangular array of elements, arranged in rows and columns, that may be manipulated according to the rules of matrix algebra.

由横排成行、纵排成列的元素组成的一种矩形阵列，可按矩阵代数规则对其进行运算。

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