This paper is concerned with the parallel implementation of two splittings methods for solving block tridiagonal linear systems on a transputer network. For both methods, we describe the data allocation, the workload distribution and the interprocessor communications and we evaluate the effectiveness of the two parallel algorithms by numerical experiments on a set of test problems
AbstractDiagonally dominant tridiagonal Toeplitz systems of linear equations arise in many applicati...
We study the conditioning and the parallel solution of banded linear systems of algebraic equations....
We are concerned with the parallel solution of large tridiagonal systems on message-based MIMD compu...
This paper is concerned with the parallel implementation of two splittings methods for solving block...
This paper is concerned with the solution of block tridiagonal linear algebraic systems by two diffe...
AbstractWe formalize the concept of parallel factorization as a set of scalar factorizations. By mea...
AbstractFour parallel algorithms for the solution of block bidiagonal linear systems on distributed ...
AbstractThe explicit structure of the inverse of block tridiagonal matrices is presented in terms of...
We formalize the concept of patm!kZfitorhztim as a set of scalar factorizations. By means of this co...
AbstractA parallel version of the cyclic reduction algorithm for the solution of tridiagonal linear ...
. We present a study of the implementational aspects of iterative methods to solve systems of linear...
In this paper we describe an hybrid algorithm for an even number of processors based on an algorithm...
Abstract. We present a study of the implementational aspects of iterativemethods to solve systems of...
A new parallel approach for solving a pentadiagonal linear system is presented. The parallel partiti...
AbstractWe study the conditioning and the parallel solution of banded linear systems of algebraic eq...
AbstractDiagonally dominant tridiagonal Toeplitz systems of linear equations arise in many applicati...
We study the conditioning and the parallel solution of banded linear systems of algebraic equations....
We are concerned with the parallel solution of large tridiagonal systems on message-based MIMD compu...
This paper is concerned with the parallel implementation of two splittings methods for solving block...
This paper is concerned with the solution of block tridiagonal linear algebraic systems by two diffe...
AbstractWe formalize the concept of parallel factorization as a set of scalar factorizations. By mea...
AbstractFour parallel algorithms for the solution of block bidiagonal linear systems on distributed ...
AbstractThe explicit structure of the inverse of block tridiagonal matrices is presented in terms of...
We formalize the concept of patm!kZfitorhztim as a set of scalar factorizations. By means of this co...
AbstractA parallel version of the cyclic reduction algorithm for the solution of tridiagonal linear ...
. We present a study of the implementational aspects of iterative methods to solve systems of linear...
In this paper we describe an hybrid algorithm for an even number of processors based on an algorithm...
Abstract. We present a study of the implementational aspects of iterativemethods to solve systems of...
A new parallel approach for solving a pentadiagonal linear system is presented. The parallel partiti...
AbstractWe study the conditioning and the parallel solution of banded linear systems of algebraic eq...
AbstractDiagonally dominant tridiagonal Toeplitz systems of linear equations arise in many applicati...
We study the conditioning and the parallel solution of banded linear systems of algebraic equations....
We are concerned with the parallel solution of large tridiagonal systems on message-based MIMD compu...