Publication | Open Access
An experimental study of methods for parallel preconditioned Krylov methods
26
Citations
7
References
1988
Year
Unknown Venue
Numerical AnalysisCluster ComputingEngineeringComputer ArchitectureParallel ImplementationMultithreading (Computer Architecture)Computational MechanicsNumerical ComputationGood PerformanceNumerical SimulationSystems EngineeringParallel ComputingBoundary Element MethodSemi-implicit MethodComputer EngineeringComputer ScienceNumerical Method For Partial Differential EquationParallel ProcessingCloud ComputingParallel Performance EvaluationMultiprocessor SystemParallel ProgrammingKrylov MethodsNumerical TreatmentGood BalanceAdequate Parallelization
High performance multiprocessor architectures differ both in the number of processors, and in the delay costs for synchronization and communication. In order to obtain good performance on a given architecture for a given problem, adequate parallelization, good balance of load and an appropriate choice of granularity are essential.
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