Solving large sparse linear systems is a time-consuming step in basin modeling or reservoir simulation. The choice of a robust preconditioner strongly impact the performance of the overall simulation. Heterogeneous architectures based on General Purpose computing on Graphic Processing Units (GPGPU) or many-core architectures introduce programming challenges which can be managed in a transparent way for developer with the use of runtime systems. Nevertheless, algorithms need to be well suited for these massively parallel architectures. In this paper, we present preconditioning techniques which enable to take advantage of emerging architectures. We also present our task-based implementations through the use of the HARTS (Heterogeneous Abstrac...
This work documents two contributions to the parallel resolution of large systems of equations resul...
Numerical methods in reservoir engineering simulations lead to the resolution of unstructured, large...
Numerical methods in reservoir engineering simulations lead to the resolution of unstructured, large...
International audienceSolving large sparse linear systems is a time-consuming step in basin modeling...
<div><p>ABSTRACT We discuss the parallel implementation of a two-level algebraic ILU(k)-based domain...
Domain decomposition methods are, alongside multigrid methods, one of the dominant paradigms in cont...
Les méthodes en simulation numérique dans le domaine de l’ingénierie pétrolière nécessitent la résol...
We present a case study examining the creation of an efficient preconditioner for solution of incom...
In this work we study the implementations of deflation and preconditioning techniques for solving il...
Many scientific applications require the solution of large and sparse linear systems of equations us...
The paper proposes a combination of the subdomain deflation method and local algebraic multigrid as ...
In the past few years, High Performance Computing (HPC) technologies led to General Purpose Processi...
Modern petroleum reservoir simulation serves as a primary tool for quantitatively managing reservoir...
This work documents two contributions to the parallel resolution of large systems of equations resul...
Numerical methods in reservoir engineering simulations lead to the resolution of unstructured, large...
Numerical methods in reservoir engineering simulations lead to the resolution of unstructured, large...
International audienceSolving large sparse linear systems is a time-consuming step in basin modeling...
<div><p>ABSTRACT We discuss the parallel implementation of a two-level algebraic ILU(k)-based domain...
Domain decomposition methods are, alongside multigrid methods, one of the dominant paradigms in cont...
Les méthodes en simulation numérique dans le domaine de l’ingénierie pétrolière nécessitent la résol...
We present a case study examining the creation of an efficient preconditioner for solution of incom...
In this work we study the implementations of deflation and preconditioning techniques for solving il...
Many scientific applications require the solution of large and sparse linear systems of equations us...
The paper proposes a combination of the subdomain deflation method and local algebraic multigrid as ...
In the past few years, High Performance Computing (HPC) technologies led to General Purpose Processi...
Modern petroleum reservoir simulation serves as a primary tool for quantitatively managing reservoir...
This work documents two contributions to the parallel resolution of large systems of equations resul...
Numerical methods in reservoir engineering simulations lead to the resolution of unstructured, large...
Numerical methods in reservoir engineering simulations lead to the resolution of unstructured, large...