AbstractParallel computers (such as the distributed array professor and systolic arrays) bring into consideration the Jacobi method where several non-interacting rotations can be performed simultaneously. However, the design of the algorithm is much more crucial in a parallel environment; inefficiencies can lead to considerable organizationa costs. This paper provides a general framework for the description of mobile schemes together with two specific schemes, the better of which reduces the organizational overheads for the jacobi method to zero
Journal ArticleThis paper describes an evolution of the Scheme language to support parallelism with ...
AbstractEfficient computing methods are exploited for parallel processing of the most important trel...
A new family of parallel schemes for directly solving linear systems is presented and analyzed. It i...
AbstractThe computation of eigenvalues and eigenvectors of a real symmetric matrix A with distinct e...
AbstractSystolic arrays have become established in principle, if not yet in practice, as a way of in...
The communication cost plays a key role in the performance of many parallel algorithms. In the parti...
The rapid development in VLSI technology makes it possible to implement highly complicated and time ...
Real-time computations of manipulator Jacobian are examined for executing on uniprocessor computers,...
Matrix diagonalization is an important component of many aspects of computational science. There are...
The communication cost plays a key role in the performance of many parallel algorithms. In the parti...
Demonstrating speedup for parallel code on a multicore shared memory PC can be challenging in MATLAB...
The paper describes several efficient parallel implementations of the one-sided hyperbolic Jacobi-ty...
The thesis is concerned with the inversion of matrices and the solution of linear systems and eigens...
An algorithm to solve the eigenproblem for non-symmetric matrices on an $N \times N$ array of mesh ...
In this paper we take the class of Jacobi-type algorithms and present a systematic way to derive an ...
Journal ArticleThis paper describes an evolution of the Scheme language to support parallelism with ...
AbstractEfficient computing methods are exploited for parallel processing of the most important trel...
A new family of parallel schemes for directly solving linear systems is presented and analyzed. It i...
AbstractThe computation of eigenvalues and eigenvectors of a real symmetric matrix A with distinct e...
AbstractSystolic arrays have become established in principle, if not yet in practice, as a way of in...
The communication cost plays a key role in the performance of many parallel algorithms. In the parti...
The rapid development in VLSI technology makes it possible to implement highly complicated and time ...
Real-time computations of manipulator Jacobian are examined for executing on uniprocessor computers,...
Matrix diagonalization is an important component of many aspects of computational science. There are...
The communication cost plays a key role in the performance of many parallel algorithms. In the parti...
Demonstrating speedup for parallel code on a multicore shared memory PC can be challenging in MATLAB...
The paper describes several efficient parallel implementations of the one-sided hyperbolic Jacobi-ty...
The thesis is concerned with the inversion of matrices and the solution of linear systems and eigens...
An algorithm to solve the eigenproblem for non-symmetric matrices on an $N \times N$ array of mesh ...
In this paper we take the class of Jacobi-type algorithms and present a systematic way to derive an ...
Journal ArticleThis paper describes an evolution of the Scheme language to support parallelism with ...
AbstractEfficient computing methods are exploited for parallel processing of the most important trel...
A new family of parallel schemes for directly solving linear systems is presented and analyzed. It i...