<p>For each bar in the figure the 24 variants of the ODE systems used for the JAK2/STAT5 model were solved for 1000 randomly drawn sets of parameters using a Latin hypercube sampling strategy. The theoretically possible acceleration is displayed by the red dashed line.</p
A tuned and scalable fast multipole method as a preeminent algorithm for exascale systems Rio Yokota...
AbstractA natural approach for giving a positive answer to the need of faster ODE solvers consists i...
Detailed, cycle-accurate processor simulation is an inte-gral component of the design and study of c...
L'étude des systèmes aux équations différentielles ordinaires vise à prédire le futur des systèmes c...
Problem statement. The use of programming technologies on modern multicore systems is an integral pa...
Two acceleration techniques, based on additive corrections are evaluated with a multithreaded 2D Poi...
As the speed increase of single-core processors keeps declining, it is important to adapt simulation...
summary:The presented contribution maps the possibilities of exploitation of the massive parallel c...
AbstractTwo acceleration techniques, based on additive corrections are evaluated with a multithreade...
Ordinary differential equation (ODE) models are a key tool to understand complex mechanisms in syste...
A simple, robust, and efficient procedure to accelerate multigrid algorithms is discussed in detail....
The availability of high-performance computing tools gives the opportunity of solving mathematical r...
Ordinary Differential Equations (ODEs) are widely used in many high-performance computing applicatio...
The study of systems of Ordinary Differential Equations aims at predicting the future of the conside...
UnrestrictedWith recent technological advances, it has become possible to use reconfigurable hardwar...
A tuned and scalable fast multipole method as a preeminent algorithm for exascale systems Rio Yokota...
AbstractA natural approach for giving a positive answer to the need of faster ODE solvers consists i...
Detailed, cycle-accurate processor simulation is an inte-gral component of the design and study of c...
L'étude des systèmes aux équations différentielles ordinaires vise à prédire le futur des systèmes c...
Problem statement. The use of programming technologies on modern multicore systems is an integral pa...
Two acceleration techniques, based on additive corrections are evaluated with a multithreaded 2D Poi...
As the speed increase of single-core processors keeps declining, it is important to adapt simulation...
summary:The presented contribution maps the possibilities of exploitation of the massive parallel c...
AbstractTwo acceleration techniques, based on additive corrections are evaluated with a multithreade...
Ordinary differential equation (ODE) models are a key tool to understand complex mechanisms in syste...
A simple, robust, and efficient procedure to accelerate multigrid algorithms is discussed in detail....
The availability of high-performance computing tools gives the opportunity of solving mathematical r...
Ordinary Differential Equations (ODEs) are widely used in many high-performance computing applicatio...
The study of systems of Ordinary Differential Equations aims at predicting the future of the conside...
UnrestrictedWith recent technological advances, it has become possible to use reconfigurable hardwar...
A tuned and scalable fast multipole method as a preeminent algorithm for exascale systems Rio Yokota...
AbstractA natural approach for giving a positive answer to the need of faster ODE solvers consists i...
Detailed, cycle-accurate processor simulation is an inte-gral component of the design and study of c...