DOIAbstract
AbstractThe inverse of a quasi-Hessenberg matrix is shown to have a simple structure. The result is applied to compute the inverse of a quasi-tridiagonal matrix
AbstractThe inverse of a quasi-Hessenberg matrix is shown to have a simple structure. The result is applied to compute the inverse of a quasi-tridiagonal matrix
Abstract. In this paper, we present an efficient method for solving the inverses of anti-tridiagonal...
The interplay between structured matrices and corresponding systems of polynomials is a classical to...
The interplay between structured matrices and corresponding systems of polynomials is a classical to...
AbstractThe lower half of the inverse of a lower Hessenberg matrix is shown to have a simple structu...
AbstractThe inverse of a quasi-Hessenberg matrix is shown to have a simple structure. The result is ...
AbstractDiscretizations in various types of problems lead to quasi-tridiagonal matrices. In this pap...
summary:In this paper the problem of the inversion of quasitriangular matrices is considered. Formul...
AbstractIn this paper, new algorithms for computing the inverses and the generalized inverses of a c...
AbstractThis paper gives a simple algorithm for finding the explicit inverse of a general Jacobi tri...
AbstractA method of inversion and a formula for the determinant are given for the Hessenberg-type bl...
In inverse eigenvalue problems one tries to reconstruct a matrix, satisfying some constraints, given...
AbstractThis paper considers formulas and fast algorithms for the inversion and factorization of non...
AbstractDiscretizations in various types of problems lead to quasi-tridiagonal matrices. In this pap...
AbstractIn the current work, the authors present a symbolic algorithm for finding the inverse of any...
AbstractThe general representation for the elements of the inverse of any Hessenberg matrix of finit...
Abstract. In this paper, we present an efficient method for solving the inverses of anti-tridiagonal...
The interplay between structured matrices and corresponding systems of polynomials is a classical to...
The interplay between structured matrices and corresponding systems of polynomials is a classical to...
AbstractThe lower half of the inverse of a lower Hessenberg matrix is shown to have a simple structu...
AbstractThe inverse of a quasi-Hessenberg matrix is shown to have a simple structure. The result is ...
AbstractDiscretizations in various types of problems lead to quasi-tridiagonal matrices. In this pap...
summary:In this paper the problem of the inversion of quasitriangular matrices is considered. Formul...
AbstractIn this paper, new algorithms for computing the inverses and the generalized inverses of a c...
AbstractThis paper gives a simple algorithm for finding the explicit inverse of a general Jacobi tri...
AbstractA method of inversion and a formula for the determinant are given for the Hessenberg-type bl...
In inverse eigenvalue problems one tries to reconstruct a matrix, satisfying some constraints, given...
AbstractThis paper considers formulas and fast algorithms for the inversion and factorization of non...
AbstractDiscretizations in various types of problems lead to quasi-tridiagonal matrices. In this pap...
AbstractIn the current work, the authors present a symbolic algorithm for finding the inverse of any...
AbstractThe general representation for the elements of the inverse of any Hessenberg matrix of finit...
Abstract. In this paper, we present an efficient method for solving the inverses of anti-tridiagonal...
The interplay between structured matrices and corresponding systems of polynomials is a classical to...
The interplay between structured matrices and corresponding systems of polynomials is a classical to...
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