matrix theorem
英 [ˈmeɪtrɪks ˈθɪərəm]
美 [ˈmeɪtrɪks ˈθiːərəm]
网络 矩阵定理
双语例句
- Finding the Inversion of Rational Fraction Matrix by Cayley-Hamilton Theorem Directly
用Cayley-Hamilton定理直接求有理分式矩阵的逆矩阵 - α-Diagonal Strictly Dominance Matrix and Convergence Theorem of SOR Iteration Method
α-严格对角占优矩阵与SOR迭代法的收敛性定理 - The quaternion matrix singular value perturbation theorem is generalized and these results are also new one for complex matrix.
本文对四元数体上矩阵奇异值摄动定理给出了推广，且这些结果对复矩阵也是新的。 - A Method of Reactive Power Compensation Dispatch Based on Matrix Superposition Theorem
基于矩阵相加定理的无功协调操作实用方法研究 - Elementary Transformation Proof of Matrix Order Three-in-one Theorem
关于矩阵秩三合一定理的初等变换证明 - Property of Jacobi Matrix and Theorem of Geometric Integral Transformation
Jacobi矩阵的性质与几何体上积分变换定理 - The article discusses rank of a matrix by the solution theorem of system of homogeneous linear equations, and proves several famous inequalities and two propositions on rank of a matrix.
利用齐次线性方程组解的理论讨论矩阵的秩，给出几个关于矩阵秩的著名不等式的证明，并证明了两个命题。 - A Further Generalization of I. J. Matrix's Theorem
J.Matrix定理的进一步推广 - This Paper presents a method for the inversion of rational fraction matrix by Cayley-Hamilton Theorem directly, and a recursive algorithm is obtained by using this method.
本文提出用Cayley&Hamilton定理直接求解有理分式矩阵的逆矩阵的方法，并得到其递推算法。 - In this paper, an extension of the Kreiss matrix theorem is considered. Some sufficient and necessary conditions for stability of a family of matrices are established.
本文对Kreiss矩阵定理做了扩展，建立了常系数线性差分格式稳定性的一些新的充要条件。 - A delay dependent stability criterion for a class of linear large scale time varying system is deduced by employing matrix differential equation theorem and matrix exponential properties.
运用矩阵微分方程理论和矩阵指数特性，得到了时滞线性大系统时滞相关的一个稳定条件。 - In this paper we develop homogeneity theorem in frequency domain analysis to sinusoidal alternating current circuit by hybrid parameter matrix, and apply the theorem to the analysing and calculating of complex ladder networks.
本文运用混合变量法推导了正弦稳态交流电路中频域的齐性定理，并应用此定理对复杂的梯形电路进行了分析计算。 - Firstly, the concept of interval numbers consistency complementary judgment matrix and its judgment theorem are given.
给出了区间数一致性互补判断矩阵的概念及其判定定理； - Two theorems: compatible mass matrix theorem and stiffness theorem;
本文证明了两条定理，即相容质量阵定理和相容刚度阵定理，为结构分析模型的改进问题（AMI）提供了完备解集。 - The proving of a class function's matrix dissolution theorem
一类函数的矩阵分解定理及其证明 - ASM also provides an error correction formula deduced from matrix inversion theorem to clear up the error originated from approximate synchronous sampling.
近似同步法还提供了一个用基于系统辨识的矩阵反演定理导出的误差校正公式，它能消除近似同步采样造成的原始误差。 - A method of an accompany matrix and invertible matrix is indicated polynomial using Hamilton-Cay lay theorem is introduced. A method of calculating the smallest polynomial is given.
本文介绍利用哈密尔顿&凯莱定理把矩阵A的伴随矩阵、逆矩阵表示成A的多项式方法，给出求最小多项式的方法； - Basing on the statistical model of eyes, using self-consistency single lens approximation and matrix optical theorem, we have calculated the backward shift of focus under the condition of different myopia degrees, and the quantity of corneal ablation for three different causes of myopia.
本文从示意眼模型出发，利用自治的单透镜近似模型，根据矩阵光学原理，用计算机算出不同近视眼度数焦点的前移量以及在三种不同原因引起的近视眼的情况下角膜需要切除的数量。 - This paper also proposes the qualities of adjacency matrix, derives the theorem of the relations between isomorphism and equivalent adjacency matrix.
提出关联矩阵的性质，推导出同型机构和等价关联矩阵关系的定理。 - A Matrix Proof of a Theorem about a Polynomial Ring with Entire Coefficient
有关一个整系数多项式环定理的矩阵证明 - In Chapter 4, we consider a class of generalized general utility type nerve network model with delay; by using the matrix measure and the fixed point theorem, we obtain a new sufficient condition of the existences of periodic solutions of the model.
第四章研究了一类更广泛的含时滞的通用型神经网络模型，利用矩阵测度及不动点定理得到了其存在周期解的一个新的充分条件。 - We studied that the transfer matrix ABCD theorem for the passage of paraxial rays or the optical system possessing a rotational symmetry axis can be generalized for the skew rays propagated off-axis, whether the optical system possessing rotational symmetry axis or not.
本文推广了几何光学近轴光线传输的ABCD定理，使之适用于远离光轴的空间光线的传输，无论光学系统是旋转对称的还是非旋转对称的。 - As its application, a general solution on matrix polynomial and matrix high frequency power is obtained. Theorem C.
并借助哈密尔顿&凯莱定理给出计算矩阵多项式和矩阵高次幂的一般方法。 - A new proof of the Kreiss matrix theorem
Kreiss矩阵定理的新证明 - As a tool dealing with quasi-similarity diagonalization of matrices, the rank idempotent matrix is defined and the theorem of rank idempotent+ nilpotent decomposition of matrices is proved.
作为处理拟相似对角化的工具，我们定义了秩幂等阵并证明了矩阵的秩幂等+幂零分解定理。 - Matrix Basic Theorem and Its Application of Tvs
拓扑线性空间的矩阵基本定理及应用 - The matrix factorization and equivalent transformation of periodic misaligned optical systems are studied by using the matrix method in optics and generalized Sylvester theorem.
使用矩阵光学方法和3×3Sylvester定理，研究了失调周期光学系统的变换矩阵的分解和等效问题。 - By using matrix measure theorem and inequality technique, the sufficient conditions of existence, uniqueness and stability for periodic solutions are obtained.
利用矩阵测度理论和不等式技巧，获得了概周期解存在唯一性和稳定性。 - The third chapter give two groups of perturbation bounds which are adequate for any matrix. Basing on theorem of matrix eigenvalue perturbation, them break out of the restraint which require matrix be especial.
第三章，在已有矩阵特征值扰动定理的基础上，突破对矩阵为特殊矩阵的束缚，给出两组新的适用于任意矩阵的扰动上界。 - For the given sample points, and matrix formed by covariance function with sample points as parameters, when the number of sample points approaches infinite, it is proven that this matrix spectrum will approach the spectral approach theorem for positive-definite kernel of integral equation.
对给定的样本点，由样本点为变量的协方差函数构成的矩阵，当样本点个数趋于无穷大时，证明此矩阵谱逼近于积分方程正定核的谱逼近定理。