summary:We will discuss Kellogg's iterations in eigenvalue problems for normal operators. A certain generalisation of the convergence theorem is shown
AbstractExponential estimates are proved for the error of computing a finite set of extreme eigenval...
In this paper we consider the generalized inverse iteration for computing ground states of the Gross...
The convergence of GMRES for solving linear systems can be influenced heavily by the structure of th...
summary:We will discuss Kellogg's iterations in eigenvalue problems for normal operators. A certain ...
summary:Kellogg's iterations in the eigenvalue problem are discussed with respect to the boundary sp...
summary:A survey of simple iterative processes is given with theorems and conditions for their conve...
summary:The iteration subspace method for approximating a few points of the spectrum of a positive l...
AbstractIn a recent work by Sidi and Bridger some old and some new extensions of the power method ha...
summary:Two simple methods for approximate determination of eigenvalues and eigenvectors of linear s...
This paper considers the problem of finding the zeros of an operator G on a Hilbert space subject to...
summary:Let $A$ be a nonzero complex matrix $n \times n, x_0\in V_n(C), x_0\neq\Theta$. Let us defin...
We consider nonlinear eigenvalue problems of the form (*) Tx + epsilon B(x) = lambda x, where T is a...
AbstractWe consider the generalized eigenvalue problem x-Kx = μBx in a complex Banach space E. Here,...
summary:The author considers the operator equation $x=Tx+b$. Methods for acceleration of convergence...
summary:The paper concerns an approximation of an eigenvalue problem for two forms on a Hilbert spac...
AbstractExponential estimates are proved for the error of computing a finite set of extreme eigenval...
In this paper we consider the generalized inverse iteration for computing ground states of the Gross...
The convergence of GMRES for solving linear systems can be influenced heavily by the structure of th...
summary:We will discuss Kellogg's iterations in eigenvalue problems for normal operators. A certain ...
summary:Kellogg's iterations in the eigenvalue problem are discussed with respect to the boundary sp...
summary:A survey of simple iterative processes is given with theorems and conditions for their conve...
summary:The iteration subspace method for approximating a few points of the spectrum of a positive l...
AbstractIn a recent work by Sidi and Bridger some old and some new extensions of the power method ha...
summary:Two simple methods for approximate determination of eigenvalues and eigenvectors of linear s...
This paper considers the problem of finding the zeros of an operator G on a Hilbert space subject to...
summary:Let $A$ be a nonzero complex matrix $n \times n, x_0\in V_n(C), x_0\neq\Theta$. Let us defin...
We consider nonlinear eigenvalue problems of the form (*) Tx + epsilon B(x) = lambda x, where T is a...
AbstractWe consider the generalized eigenvalue problem x-Kx = μBx in a complex Banach space E. Here,...
summary:The author considers the operator equation $x=Tx+b$. Methods for acceleration of convergence...
summary:The paper concerns an approximation of an eigenvalue problem for two forms on a Hilbert spac...
AbstractExponential estimates are proved for the error of computing a finite set of extreme eigenval...
In this paper we consider the generalized inverse iteration for computing ground states of the Gross...
The convergence of GMRES for solving linear systems can be influenced heavily by the structure of th...
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