Across-the-space parallelism still remains the most mature, convenient and nat-ural way to parallelize large scale problems. One of the major problems here is that implicit time stepping is often difficult to parallelize due to the structure of the system. Approximate implicit schemes have been suggested to circumvent the problem [5]. These schemes have attractive stability properties and they are also very well parallelizable. The purpose of this article is to give an overall assessment of the parallelism of the method
. A parallel implementation for a multi-implicit Runge-Kutta method (MIRK) with real eigenvalues is ...
The parallel full approximation scheme in space and time (PFASST) introduced by Emmett and Minion in...
AbstractFor the parallel integration of stiff initial value problems, three types of parallelism can...
Across-the-space parallelism still remains the most mature, convenient and natural way to paralleliz...
AbstractAcross-the-space parallelism still remains the most mature, convenient and natural way to pa...
The recently proposed Minimal Residential Approximate Implicit (MRAI) schemes have been developed as...
This paper deals with parallelization methods for time-dependent problems where the time step...
Abstract. Implicit time stepping is often difficult to parallelize. The recently proposed Minimal Re...
Time stepping algorithm with spatial parallelisation is commonly used to solve time dependent partia...
Implicit schemes for the integration of ODEs are popular when stability is more of concern than accu...
The stagnated increase in CPU frequency and the resulting trend in HPC towards massively parallel sy...
During the 70's and 80's, considerable effort was devoted to developing efficient and reliable time ...
We propose a new technique for exploiting the inherent parallelism in lazy functional programs. Know...
Explicit codes are often used to simulate the nonlinear dynamics of large-scale structural systems, ...
We study time parallelism for the numerical solution of nonstiff ordinary differential equations. St...
. A parallel implementation for a multi-implicit Runge-Kutta method (MIRK) with real eigenvalues is ...
The parallel full approximation scheme in space and time (PFASST) introduced by Emmett and Minion in...
AbstractFor the parallel integration of stiff initial value problems, three types of parallelism can...
Across-the-space parallelism still remains the most mature, convenient and natural way to paralleliz...
AbstractAcross-the-space parallelism still remains the most mature, convenient and natural way to pa...
The recently proposed Minimal Residential Approximate Implicit (MRAI) schemes have been developed as...
This paper deals with parallelization methods for time-dependent problems where the time step...
Abstract. Implicit time stepping is often difficult to parallelize. The recently proposed Minimal Re...
Time stepping algorithm with spatial parallelisation is commonly used to solve time dependent partia...
Implicit schemes for the integration of ODEs are popular when stability is more of concern than accu...
The stagnated increase in CPU frequency and the resulting trend in HPC towards massively parallel sy...
During the 70's and 80's, considerable effort was devoted to developing efficient and reliable time ...
We propose a new technique for exploiting the inherent parallelism in lazy functional programs. Know...
Explicit codes are often used to simulate the nonlinear dynamics of large-scale structural systems, ...
We study time parallelism for the numerical solution of nonstiff ordinary differential equations. St...
. A parallel implementation for a multi-implicit Runge-Kutta method (MIRK) with real eigenvalues is ...
The parallel full approximation scheme in space and time (PFASST) introduced by Emmett and Minion in...
AbstractFor the parallel integration of stiff initial value problems, three types of parallelism can...