Add to ORKGSIGLEAvailable from TIB Hannover: RN 7878(9121) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische InformationsbibliothekDEGerman
Parallel implementation of the sparse grid combination technique in high dimensions presents many co...
Multigrid methods play an important role in the numerical approximation of partial differential equa...
The technique of sparse grids allows to overcome the curse of dimensionality, which prevents the use...
SIGLETIB: RN 7878(9038) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informationsbi...
Sparse grids are a recently introduced new technique for discretizing partial differential equations...
Many large scale scientific simulations involve the time evolution of systems modelled as Partial Di...
Since “A combination technique for the solution of sparse grid problems” Griebel et al. (1992), the ...
Many petascale and exascale scientific simulations involve the time evolution of systems modelled as...
One of the challenges for efficiently and effectively using petascale and exascale computers is the ...
One of the challenges for efficiently and effectively using petascale and exascale computers is the ...
Functionals related to a solution of a problem, usually modelled by partial differential equations, ...
In this paper we will discuss some approaches to fault-tolerance for solving partial differential eq...
Many petascale and exascale scientific simulations involve the time evolution of systems modelled as...
This article introduces the 1D combination technique and its implementation with parallel programmin...
Parallel implementation of the sparse grid combination technique in high dimensions presents many co...
Parallel implementation of the sparse grid combination technique in high dimensions presents many co...
Multigrid methods play an important role in the numerical approximation of partial differential equa...
The technique of sparse grids allows to overcome the curse of dimensionality, which prevents the use...
SIGLETIB: RN 7878(9038) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informationsbi...
Sparse grids are a recently introduced new technique for discretizing partial differential equations...
Many large scale scientific simulations involve the time evolution of systems modelled as Partial Di...
Since “A combination technique for the solution of sparse grid problems” Griebel et al. (1992), the ...
Many petascale and exascale scientific simulations involve the time evolution of systems modelled as...
One of the challenges for efficiently and effectively using petascale and exascale computers is the ...
One of the challenges for efficiently and effectively using petascale and exascale computers is the ...
Functionals related to a solution of a problem, usually modelled by partial differential equations, ...
In this paper we will discuss some approaches to fault-tolerance for solving partial differential eq...
Many petascale and exascale scientific simulations involve the time evolution of systems modelled as...
This article introduces the 1D combination technique and its implementation with parallel programmin...
Parallel implementation of the sparse grid combination technique in high dimensions presents many co...
Parallel implementation of the sparse grid combination technique in high dimensions presents many co...
Multigrid methods play an important role in the numerical approximation of partial differential equa...
The technique of sparse grids allows to overcome the curse of dimensionality, which prevents the use...