AbstractA parallel algorithm is developed for Cholesky factorization on a shared-memory multiprocessor. The algorithm is based on self-scheduling of a pool of tasks. The subtasks in several variants of the basic elimination algorithm are analyzed for potential concurrency in terms of precedence relations, work profiles, and processor utilization. This analysis is supported by simulation results. The most promising variant, which we call column-Cholesky, is identified and implemented for the Denelcor HEP multiprocessor. Experimental results are given for this machine
In this paper we introduce a model for the total energy consumption of the Cholesky factorization on...
Abstract. We pursue the scalable parallel implementation of the factor-ization of band matrices with...
A Choleski method is described and used to solve linear systems of equations that arise in large sca...
The bottleneck of most data analyzing systems, signal processing systems, and intensive computing sy...
We develop an algorithm for computing the symbolic and numeric Cholesky factorization of a large sp...
We describe a parallel algorithm for finding the Cholesky factorization of a sparse symmetric posit...
Programme 1 - Architectures paralleles, bases de donnees, reseaux et systemes distribues. Projet PAM...
International audienceAs multicore systems continue to gain ground in the high performance computing...
This report discusses shared memory parallel algorithms. It explains the benefits and difficulties o...
Abstract: This paper presents a 7-step, semi-systematic approach for designing and implementing para...
Abstract. A style for programming problems from matrix algebra is developed with a familiar example ...
This paper is concerned with parallel algorithms for matrix factorization on distributed-memory, mes...
As sequential computers seem to be approaching their limits in CPU speed there is increasing intere...
We describe the design, implementation, and performance of a new parallel sparse Cholesky factoriza...
Systems of linear equations of the form $Ax = b,$ where $A$ is a large sparse symmetric positive de...
In this paper we introduce a model for the total energy consumption of the Cholesky factorization on...
Abstract. We pursue the scalable parallel implementation of the factor-ization of band matrices with...
A Choleski method is described and used to solve linear systems of equations that arise in large sca...
The bottleneck of most data analyzing systems, signal processing systems, and intensive computing sy...
We develop an algorithm for computing the symbolic and numeric Cholesky factorization of a large sp...
We describe a parallel algorithm for finding the Cholesky factorization of a sparse symmetric posit...
Programme 1 - Architectures paralleles, bases de donnees, reseaux et systemes distribues. Projet PAM...
International audienceAs multicore systems continue to gain ground in the high performance computing...
This report discusses shared memory parallel algorithms. It explains the benefits and difficulties o...
Abstract: This paper presents a 7-step, semi-systematic approach for designing and implementing para...
Abstract. A style for programming problems from matrix algebra is developed with a familiar example ...
This paper is concerned with parallel algorithms for matrix factorization on distributed-memory, mes...
As sequential computers seem to be approaching their limits in CPU speed there is increasing intere...
We describe the design, implementation, and performance of a new parallel sparse Cholesky factoriza...
Systems of linear equations of the form $Ax = b,$ where $A$ is a large sparse symmetric positive de...
In this paper we introduce a model for the total energy consumption of the Cholesky factorization on...
Abstract. We pursue the scalable parallel implementation of the factor-ization of band matrices with...
A Choleski method is described and used to solve linear systems of equations that arise in large sca...