1、

In this paper, several methods of calculating the higher order determinants by partitioned matrix are introduced.

介绍了几个利用分块矩阵求高阶行列式的方法.

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2、

The Inverse Problem for the Generalized Inverses of Partitioned Matrix

分块矩阵广义逆的反问题

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3、

calculating inverse matrix of partitioned matrix with "generalized elementary transformation"

用“广义初等变换”法求分块矩阵的逆矩阵

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4、

in order to solve the problem, two different partitioned matrix methods based on correlation bandwidth are proposed.

针对这一问题,提出了基于相关带宽的两种不同的分块矩阵法。

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5、

on generalized inverses of a block in a partitioned matrix

分块矩阵中子块的广义逆

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6、

application of partitioned matrix in calculating the higher-order determinants

分块矩阵在求高阶行列式中的应用

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7、

determinant identities of the partitioned matrix

分块矩阵的行列式的恒等式

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8、

the rank of the partitioned matrix and matrix-sum

分块矩阵及矩阵和的秩

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9、

an algorithm for finding the inverse of partitioned matrix with r-eirculant matrix blocks

具有r-循环矩阵块的分块矩阵求逆阵的算法

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10、

The basic principle of spatial recursive algorithm is obtained by topologic decomposition and partitioned matrix computation. And the basic spatial recursive algorithm and the spatial recursive algorithm layer by layer are put forward which are all composed of forward and backward calculation processes.

基于拓扑分解和分块矩阵运算技术,推导了空间递推算法的基本原理,提出了由前推和回推计算过程组成的基本空间递推算法及逐层空间递推算法。

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11、

the basic concept of simplifying the evaluation of the inverse of a matrix with commutative partitioned submatrix is analyzed.

文中提出了服从乘法交换律的分块矩阵求逆矩阵的简化原理;

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12、

schur complement and partitioned reduced order criterion of partial negative matrix

偏负矩阵的Schur补及分块降阶判定

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13、

symmetrizing operators on mixed cartesian and tensor product spaces and corresponding mixed matrix functions on partitioned matrices are introduced. some relation formulae on them are given.

引入了卡氏和张量混合积空间上的对称化算子和相应的分块矩阵上的混合矩阵函数,给出了关于它们的若干关系式。

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