分块矩阵

分块矩阵的Cassini型谱包含域

The Cassini-Type Spectral Inclusion Regions of Partitioned Matrices

利用分块矩阵和初等变换的性质，给出了4种证明Sylvester不等式的方法。

In this paper , by using the properties of elementary transformation and partitioned matrices we give four method to prove Sylvester Inequality .

关于Fuzzy分块矩阵

On Partitioned Fuzzy Matrices

分块矩阵Moore－Penrose广义逆的一个表达式

An Explicit Formula for the Moore-penrose Generalized Inverse of a Partitioned Matrix

一类分块矩阵的Moore-Penrose逆及其应用

The Moore-Penrose inverse of a partitioned matrix and Its Applications

Cline分块矩阵的极小范数广义逆

The Minimum Norm Inverses of a Cline Partitioned Matrix

分块矩阵Drazin逆和群逆表示的充要条件

Sufficient and Necessary Conditions for the Drazin Inverse and Group Inverse Presentation of Block Matrix

矩阵之和及分块矩阵的Drazin逆表达式

The Representations for the Drazin Inverse of the Sum of Two Matrices and the Block Matrix

分块矩阵的Oppenheim型不等式的改进

An Improvement of Oppenheim ′ s Inequality for Block matrices

半正定分块矩阵的块Pseudo-Schur补的偏序

On Partial Ordering of Pseudo-Schur Complement for Positive Semidefinite Block Matrices

在每次迭代中，通过对两个分块矩阵的QR分解和一个稀疏三角线性方程组的求解，实现了系数矩阵的三角分解。

At each iteration , triangular factorization of the coefficient matrix is carried out by performing QR decomposition on two partitioned matrices and by solving a set of linear equations involving a sparse triangular matrix .

最后，讨论了当线性分式变换中的J收缩分块矩阵可逆时，利用其逆分块矩阵内部的元素又给出了Nevanlinna-Pick型插值问题解集的另一种刻画。

At last , when block J contraction matrix in linear fractional transformation is invertible , the another kind of characterization of solution set for Nevanlinna-Pick type interpolation problem is presented by elements in the inverse block matrix .

Toeplitz型矩阵及与之密切相关的Vandermonde型矩阵、Loewner型矩阵、循环分块矩阵和广义中心对称矩阵等，是应用最广泛的特殊矩阵类之一。

Toeplitz type matrices and Vandermonde type matrices , Loewner type matrices , circulant partitioned matrices and generalized central symmetric matrices , which are nearly correlative with Toeplitz type matrices , belong to one of widely applied special matrices kinds .

讨论了两个多项式矩阵右互质时其广义Sylvester矩阵的性质，指出了广义Sylvester矩阵与R-循环分块矩阵的联系，得到了R-循环分块矩阵可逆时的充要条件。

The properties of the generalized sylvester matrix are discussed when two polynomial matrices are right coprime . The relations between an R-block circulant matrix and a suitable generalized Sylvester matrix are presented . The necessary and sufficient condition for R-block circulant matrix invertible is obtained .

利用分块矩阵求递引理及本文导出的M序列自相关函数Toeplitz矩阵求逆算式，总结出系统参数估计的快速多步最小二乘法（FMLS），并将其应用于辨识换热器的动态模型。

Using the inversion of the auto correlation function Toeplitz matrix of pseudo random binary sequence ( PRBS ) derived in this paper and the theorem of partitioned matrix inversion , a fast multistage least squares ( FMLS ) method is developed .

分块矩阵是讨论矩阵的重要手段。

Lump matrix is a main way to deal with matrix .

关于一类分块矩阵弱相似性质的理论探讨

Theory Discussion about a Class of Block Weak Similarity Matrix Properties

关于环上两个特殊分块矩阵的相似性

On the Similarity of Two Special Block Matrices Over a Ring

用分块矩阵法求解参数线性规划

The Solution to the Problem of Parametric Linear Programming by Lumped Matrix

分块矩阵广义逆的反问题

The Inverse Problem for the Generalized Inverses of Partitioned Matrix

无限次微扰理论的分块矩阵法证明

An alternate proof of the infinite order perturbation theory by matrix partition

基于分块矩阵的投影型神经网络收敛性分析

Convergence analysis of projective neural networks based on partial matrix

非交换主理想整环上分块矩阵的秩

The Rank of Partitioned Matrices over Non-commutative Principal Ideal Domain

关于对称对角A-因子循环分块矩阵

On the Symmetric Diagonal A - factor Block Circulant Matrices

分块矩阵的若干性质及其在行列式计算中的应用

Qualities of Block Matrix and Its Applications on Determinant Computation

穆斯堡尔谱微机拟合的分块矩阵方法

The branch matrix algorithm for microcomputer fitting of Mossbauer spectrum

分块矩阵混合平差法的精度评定

The appraisal of accuracy of mixed adjustment method by using partitioned matrix

关于除环上分块矩阵秩的等式

On Rank Equalities of Partitioned Matrices over a Division Ring

分块矩阵的相似变换和合同变换

The Similar Transformation and Congruent Transformation of Block Matrix

一类循环分块矩阵的一些结果

Some results on a class of block circulant matrices