Publication | Closed Access
Fast multilevel implementation of recursive spectral bisection for partitioning unstructured problems
479
Citations
37
References
1994
Year
Mathematical ProgrammingNumerical AnalysisLarge-scale Global OptimizationEngineeringComputer ArchitectureParallel ImplementationSemidefinite ProgrammingParallel AlgorithmsNumerical ComputationComputing SystemsParallel ComputingCombinatorial OptimizationComputational GeometryApproximation TheoryFast Multilevel ImplementationSuch Partitioning ProblemsRecursive Spectral BisectionUnstructured ProblemsDistributed SystemsComputer ScienceMultilevel VersionPartition (Database)Parallel ProcessingAlgorithmic EfficiencyParallel ProgrammingUnstructured Meshes
Abstract If problems involving unstructured meshes are to be solved efficiently on distributed‐memory parallel computers, the meshes must be partitioned and distributed across processors in a way that balances the computational load and minimizes communication. The recursive spectral bisection method (RSB) has been shown to be very effective for such partitioning problems compared to alternative methods, but RSB in its simplest form is expensive. Here a multilevel version of RSB is introduced that attains about an order‐of‐magnitude improvement in run time on typical examples.
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