Iterative methods for the Drazin inverse of a square matrix with a real spectrum have been developed recently. These methods are generalized in the case of matrices with complex spectra. Semiiterative method for the Drazin inverse is also discussed. Numerical examples are given to illustrate the theoretic results
In this article, we consider representations of the Drazin inverse of a modified matrix M = A−CDdB w...
AbstractIn this short paper, we offer (another) formula for the Drazin inverse of an operator matrix...
AbstractThe Drazin inverse Td of a semilinear transformation T on Cn is studied. A canonical form fo...
Iterative methods for the Drazin inverse of a square matrix with a real spectrum have been developed...
A general iterative method for the Drazin inverse of a squre matrix with complex spectrum and its er...
Drazin inverse is one of the most significant inverses in the matrix theory, where its computation i...
A method with high convergence rate for finding approximate inverses of nonsingular matrices is sugg...
Abstract. In this paper, we construct a new iterative method for computing the Drazin inverse and de...
AbstractIn this paper we develop a semi-iterative method for computing the Drazin-inverse solution o...
In this paper, we show how to reduce the computation of Drazin inverses over certain computable fiel...
AbstractThe definition of the Drazin inverse of a square matrix with complex elements is extended to...
AbstractConsider the linear system of equations Bx=ƒ, where B is an NxN singular matrix. In an earli...
A constructive perturbation bound of the Drazin inverse of a square matrix is derived using a techni...
The main contribution of this paper is to develop explicit expressions for the Drazin inverse of two...
AbstractIn this article, we introduce a full-rank representation of the Drazin inverse AD of a given...
In this article, we consider representations of the Drazin inverse of a modified matrix M = A−CDdB w...
AbstractIn this short paper, we offer (another) formula for the Drazin inverse of an operator matrix...
AbstractThe Drazin inverse Td of a semilinear transformation T on Cn is studied. A canonical form fo...
Iterative methods for the Drazin inverse of a square matrix with a real spectrum have been developed...
A general iterative method for the Drazin inverse of a squre matrix with complex spectrum and its er...
Drazin inverse is one of the most significant inverses in the matrix theory, where its computation i...
A method with high convergence rate for finding approximate inverses of nonsingular matrices is sugg...
Abstract. In this paper, we construct a new iterative method for computing the Drazin inverse and de...
AbstractIn this paper we develop a semi-iterative method for computing the Drazin-inverse solution o...
In this paper, we show how to reduce the computation of Drazin inverses over certain computable fiel...
AbstractThe definition of the Drazin inverse of a square matrix with complex elements is extended to...
AbstractConsider the linear system of equations Bx=ƒ, where B is an NxN singular matrix. In an earli...
A constructive perturbation bound of the Drazin inverse of a square matrix is derived using a techni...
The main contribution of this paper is to develop explicit expressions for the Drazin inverse of two...
AbstractIn this article, we introduce a full-rank representation of the Drazin inverse AD of a given...
In this article, we consider representations of the Drazin inverse of a modified matrix M = A−CDdB w...
AbstractIn this short paper, we offer (another) formula for the Drazin inverse of an operator matrix...
AbstractThe Drazin inverse Td of a semilinear transformation T on Cn is studied. A canonical form fo...
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