Abstract. In this paper, we present an efficient parallel algorithm to solve Toeplitz–block and block–Toeplitz systems in distributed memory multicomputers. This algorithm parallelizes the Generalized Schur Algorithm to obtain the semi-normal equations. Our parallel implementation reduces the communication cost and optimizes the memory access. The experimental analysis on a cluster of personal computers shows the scalability of the implementation. The algorithm is portable because it is based on standard tools and libraries, such as ScaLAPACK and MPI
AbstractA fast solution algorithm is proposed for solving block banded block Toeplitz systems with n...
In this paper efficient VLSI architectures of highly concurrent algorithms for the solution of block...
AbstractBanded Toeplitz systems of linear equations arise in many application areas and have been we...
In this paper we present two versions of a parallel algorithm to solve the block–Toeplitz least-squa...
There exist algorithms, also called "fast" algorithms, which exploit the special structure of Toepli...
Abstract. In this paper we present two parallel algorithms to solve non-symmetric Toeplitz systems o...
AbstractThis paper is concerned with the development of fast solvers for block linear systems with T...
Summarization: In this paper new efficient Levinson- and Schur-type algorithms are derived for block...
In this paper we present the algorithmic framework and practical aspects of implementing a parallel ...
A compact scheme is a discretization scheme that is advantageous in obtaining highly accurate soluti...
AbstractMultilevel Toeplitz linear systems appear in a wide range of scientific and engineering appl...
[[abstract]]Solving circulant Toeplitz tridiagonal systems arises in many engineering applications. ...
The Schur complement method, also known as substructuring technique, was widely used in structural m...
Summarization: The authors present a novel Levinson-type order recursive algorithm for the solution ...
AbstractFour parallel algorithms for the solution of block bidiagonal linear systems on distributed ...
AbstractA fast solution algorithm is proposed for solving block banded block Toeplitz systems with n...
In this paper efficient VLSI architectures of highly concurrent algorithms for the solution of block...
AbstractBanded Toeplitz systems of linear equations arise in many application areas and have been we...
In this paper we present two versions of a parallel algorithm to solve the block–Toeplitz least-squa...
There exist algorithms, also called "fast" algorithms, which exploit the special structure of Toepli...
Abstract. In this paper we present two parallel algorithms to solve non-symmetric Toeplitz systems o...
AbstractThis paper is concerned with the development of fast solvers for block linear systems with T...
Summarization: In this paper new efficient Levinson- and Schur-type algorithms are derived for block...
In this paper we present the algorithmic framework and practical aspects of implementing a parallel ...
A compact scheme is a discretization scheme that is advantageous in obtaining highly accurate soluti...
AbstractMultilevel Toeplitz linear systems appear in a wide range of scientific and engineering appl...
[[abstract]]Solving circulant Toeplitz tridiagonal systems arises in many engineering applications. ...
The Schur complement method, also known as substructuring technique, was widely used in structural m...
Summarization: The authors present a novel Levinson-type order recursive algorithm for the solution ...
AbstractFour parallel algorithms for the solution of block bidiagonal linear systems on distributed ...
AbstractA fast solution algorithm is proposed for solving block banded block Toeplitz systems with n...
In this paper efficient VLSI architectures of highly concurrent algorithms for the solution of block...
AbstractBanded Toeplitz systems of linear equations arise in many application areas and have been we...