AbstractRapidly convergent high-order methods for the solution of the matrix equation XA + AY = F are discussed. Such methods can be expensive when used in a sequential-processing environment but are ideally suited for parallel-processing computation
We investigate the numerical solution of stable Sylvester equations via iterative schemes proposed f...
Two classes of recursive algorithms for computing the extreme solu-tions of the matrix equations X+A...
AbstractIterative methods for the solution of consistent singular systems of linear equations are go...
AbstractAn iterative method for solving the matrix equation XA + AY = F is outlined. An algorithm wi...
This paper reviews the salient features of a number of iterative methods for solving the matrix equa...
AbstractThis paper is concerned with the numerical solutions to the linear matrix equations A1XB1=F1...
This paper is concerned with numerical solutions to general linear matrix equations including the we...
Many algorithms employing short recurrences have been developed for iteratively solving linear syste...
Iterative methods are well-established in the context of scientific computing. They solve a problem ...
Ponencia de la conferencia "International Conference of Numerical Analysis and Applied Mathematics, ...
The Accelerated Overrelaxation (AOR) and the Generalized AOR (GAOR) iterative methods for the soluti...
This self-contained treatment offers a systematic development of the theory of iterative methods. It...
In this paper the gradient based iterative algorithm is presented to solve the linear matrix equatio...
In this paper the gradient based iterative algorithms are presented to solve the following four type...
A class of optimal iterative methods for solving nonlinear equations is extended up to sixteenth-ord...
We investigate the numerical solution of stable Sylvester equations via iterative schemes proposed f...
Two classes of recursive algorithms for computing the extreme solu-tions of the matrix equations X+A...
AbstractIterative methods for the solution of consistent singular systems of linear equations are go...
AbstractAn iterative method for solving the matrix equation XA + AY = F is outlined. An algorithm wi...
This paper reviews the salient features of a number of iterative methods for solving the matrix equa...
AbstractThis paper is concerned with the numerical solutions to the linear matrix equations A1XB1=F1...
This paper is concerned with numerical solutions to general linear matrix equations including the we...
Many algorithms employing short recurrences have been developed for iteratively solving linear syste...
Iterative methods are well-established in the context of scientific computing. They solve a problem ...
Ponencia de la conferencia "International Conference of Numerical Analysis and Applied Mathematics, ...
The Accelerated Overrelaxation (AOR) and the Generalized AOR (GAOR) iterative methods for the soluti...
This self-contained treatment offers a systematic development of the theory of iterative methods. It...
In this paper the gradient based iterative algorithm is presented to solve the linear matrix equatio...
In this paper the gradient based iterative algorithms are presented to solve the following four type...
A class of optimal iterative methods for solving nonlinear equations is extended up to sixteenth-ord...
We investigate the numerical solution of stable Sylvester equations via iterative schemes proposed f...
Two classes of recursive algorithms for computing the extreme solu-tions of the matrix equations X+A...
AbstractIterative methods for the solution of consistent singular systems of linear equations are go...
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