AbstractIn this paper, we give a fast algorithm to compute the parameters of an inversion formula for any nonsingular block Löwner matrix. The connection with matrix rational interpolation is given
AbstractWe derive a closed inversion formula for an np × np square block Hankel matrix Hn − 1 = (Wi ...
We present a pivot-free deterministic algorithm for the inversion of block matrices. The method is ...
An iterative inversion algorithm for a class of square matrices is derived and tested. The inverted ...
AbstractInversion theorems for generalized block Loewner matrices with non-square blocks are present...
AbstractMatrices consisting of two parts one of Vandermonde and the other of Löwner type are conside...
The inversion problem for square matrices having the structure of a block Hankel-like matrix is stud...
AbstractHeinig and Tewodors [18] give a set of components whose existence provides a necessary and s...
AbstractThe inversion problem for square matrices having the structure of a block Hankel-like matrix...
AbstractUsing Kronecker products, a simple expression is derived for the inverse of a certain block-...
summary:In this paper a combination of methods for inverting Leontieff's matrices is described. The ...
AbstractWe propose a new O(n2) algorithm for solving complex n × n linear systems that have Hankel s...
Heinig and Tewodros [18] give a set of components whose existence provides a necessary and sufficien...
AbstractWe give a weakly stable algorithm to solve a block Toeplitz system of linear equations. If t...
AbstractWe study a class of block structured matrices R={Rij}i,j=1N with a property that the solutio...
AbstractThis paper presents a simple method of inversion of a matrix of rational functions suitable ...
AbstractWe derive a closed inversion formula for an np × np square block Hankel matrix Hn − 1 = (Wi ...
We present a pivot-free deterministic algorithm for the inversion of block matrices. The method is ...
An iterative inversion algorithm for a class of square matrices is derived and tested. The inverted ...
AbstractInversion theorems for generalized block Loewner matrices with non-square blocks are present...
AbstractMatrices consisting of two parts one of Vandermonde and the other of Löwner type are conside...
The inversion problem for square matrices having the structure of a block Hankel-like matrix is stud...
AbstractHeinig and Tewodors [18] give a set of components whose existence provides a necessary and s...
AbstractThe inversion problem for square matrices having the structure of a block Hankel-like matrix...
AbstractUsing Kronecker products, a simple expression is derived for the inverse of a certain block-...
summary:In this paper a combination of methods for inverting Leontieff's matrices is described. The ...
AbstractWe propose a new O(n2) algorithm for solving complex n × n linear systems that have Hankel s...
Heinig and Tewodros [18] give a set of components whose existence provides a necessary and sufficien...
AbstractWe give a weakly stable algorithm to solve a block Toeplitz system of linear equations. If t...
AbstractWe study a class of block structured matrices R={Rij}i,j=1N with a property that the solutio...
AbstractThis paper presents a simple method of inversion of a matrix of rational functions suitable ...
AbstractWe derive a closed inversion formula for an np × np square block Hankel matrix Hn − 1 = (Wi ...
We present a pivot-free deterministic algorithm for the inversion of block matrices. The method is ...
An iterative inversion algorithm for a class of square matrices is derived and tested. The inverted ...
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