DOIAbstract
summary:Nonlinear iterative methods are investigated and a generalization of a direct method for linear systems is presented which is suitable for parallel computation and for sparse occurrence matrices
summary:Nonlinear iterative methods are investigated and a generalization of a direct method for linear systems is presented which is suitable for parallel computation and for sparse occurrence matrices
AbstractAn algorithm is presented for the general solution of a set of linear equations Ax=b. The me...
[EN] We used a Kurchatov-type accelerator to construct an iterative method with memory for solving n...
summary:A direct projection method for solving systems of linear algebraic equations is described. T...
summary:Nonlinear iterative methods are investigated and a generalization of a direct method for lin...
In this thesis we are concerned with iterative parallel algorithms for solving finite difference eq...
The primary focus of research in this thesis is to address the construction of iterative methods for...
In this review paper, we consider some important developments and trends in algorithm design for t...
AbstractWe study the adoption of iterative methods for numerically solving linear systems of the for...
In the second edition of this classic monograph, complete with four new chapters and updated referen...
In this chapter we will present an overview of a number of related iterative methods for the solutio...
AbstractThis paper is a survey of recent developments in iterative techniques for solving equation s...
In these notes we will present an overview of a number of related iterative methods for the solution...
AbstractThis paper describes and analyzes a simple technique that accelerates the convergence of ite...
In this paper, parallel algorithms suitable for the iterative solution of large sets of linear equat...
AbstractIn this paper, parallel algorithms are proposed for solving both systems of nonlinear algebr...
AbstractAn algorithm is presented for the general solution of a set of linear equations Ax=b. The me...
[EN] We used a Kurchatov-type accelerator to construct an iterative method with memory for solving n...
summary:A direct projection method for solving systems of linear algebraic equations is described. T...
summary:Nonlinear iterative methods are investigated and a generalization of a direct method for lin...
In this thesis we are concerned with iterative parallel algorithms for solving finite difference eq...
The primary focus of research in this thesis is to address the construction of iterative methods for...
In this review paper, we consider some important developments and trends in algorithm design for t...
AbstractWe study the adoption of iterative methods for numerically solving linear systems of the for...
In the second edition of this classic monograph, complete with four new chapters and updated referen...
In this chapter we will present an overview of a number of related iterative methods for the solutio...
AbstractThis paper is a survey of recent developments in iterative techniques for solving equation s...
In these notes we will present an overview of a number of related iterative methods for the solution...
AbstractThis paper describes and analyzes a simple technique that accelerates the convergence of ite...
In this paper, parallel algorithms suitable for the iterative solution of large sets of linear equat...
AbstractIn this paper, parallel algorithms are proposed for solving both systems of nonlinear algebr...
AbstractAn algorithm is presented for the general solution of a set of linear equations Ax=b. The me...
[EN] We used a Kurchatov-type accelerator to construct an iterative method with memory for solving n...
summary:A direct projection method for solving systems of linear algebraic equations is described. T...
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