We describe the work performed in the context of a Franco-Berkeley funded project between NERSC-LBNL located in Berkeley (USA) and CERFACS-ENSEEIHT located in Toulouse (France). We discuss both the tuning and performance analysis of two distributed memory sparse solvers (lu from Berkeley and mumps from Toulouse) on the 512 processor Cray T3E from NERSC (Lawrence Berkeley National Laboratory). This project gave us the opportunity to improve the algorithms and add new features to the codes. We then quite extensively analyse and compare the two approaches on a set of large problems from real applications. We further explain the main differences in the behaviour of the approaches on artificial regular grid problems. As a conclusion to...
Sparse solvers provide essential functionality for a wide variety of scientific applications. Highly...
International audienceDirect methods for the solution of sparse systems of linear equations of the f...
We study the performance of a two-level algebraic-multigrid algorithm, with a focus on the impact of...
Also France-Berkeley Project final report and ENSEEIHT-IRIT report RT/APO/00/2 and CERFACS report TR...
This paper provides a comprehensive study and comparison of two state-of-the-art direct solvers for ...
The fast and accurate solution of large size sparse systems of linear equations is at the heart of n...
Solving large sparse linear systems is at the heart of many application problems arising from scient...
International audienceWe introduce shared-memory parallelism in a parallel distributed-memory solver...
We are concerned with the memory usage of sparse direct solvers. We particula- rly focus on the infl...
The solution of large sparse linear systems is often the most time-consuming part of many science an...
Direct methods for the solution of sparse systems of linear equations are used in a wide range of nu...
The solution of large sparse linear systems is often the most time-consuming part of many science an...
The memory usage of sparse direct solvers can be the bottleneck to solve large-scale problems involv...
International audienceThe ever growing complexity and scale of parallel architectures imposes to rew...
It is important to have a fast, robust and scalable algorithm to solve a sparse linear system AX=B. ...
Sparse solvers provide essential functionality for a wide variety of scientific applications. Highly...
International audienceDirect methods for the solution of sparse systems of linear equations of the f...
We study the performance of a two-level algebraic-multigrid algorithm, with a focus on the impact of...
Also France-Berkeley Project final report and ENSEEIHT-IRIT report RT/APO/00/2 and CERFACS report TR...
This paper provides a comprehensive study and comparison of two state-of-the-art direct solvers for ...
The fast and accurate solution of large size sparse systems of linear equations is at the heart of n...
Solving large sparse linear systems is at the heart of many application problems arising from scient...
International audienceWe introduce shared-memory parallelism in a parallel distributed-memory solver...
We are concerned with the memory usage of sparse direct solvers. We particula- rly focus on the infl...
The solution of large sparse linear systems is often the most time-consuming part of many science an...
Direct methods for the solution of sparse systems of linear equations are used in a wide range of nu...
The solution of large sparse linear systems is often the most time-consuming part of many science an...
The memory usage of sparse direct solvers can be the bottleneck to solve large-scale problems involv...
International audienceThe ever growing complexity and scale of parallel architectures imposes to rew...
It is important to have a fast, robust and scalable algorithm to solve a sparse linear system AX=B. ...
Sparse solvers provide essential functionality for a wide variety of scientific applications. Highly...
International audienceDirect methods for the solution of sparse systems of linear equations of the f...
We study the performance of a two-level algebraic-multigrid algorithm, with a focus on the impact of...