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Orchestrating computational algebra components into a high-performance parallel system

机译:将计算代数组件编排为高性能并行系统

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This paper demonstrates that it is possible to obtain good, scalable parallel performance by coordinating multiple instances of unaltered sequential computational algebra systems in order to deliver a single parallel system. The paper presents the first substantial parallel performance results for SymGrid-Par, a system that orchestrates computational algebra components into a high-performance parallel application. We show that SymGrid-Par is capable of exploiting different parallel/multicore architectures without any change to the computational algebra component. Ultimately, our intention is to extend our system so that it is capable of orchestrating heterogeneous computations across a high-performance computational grid.
机译:本文证明,通过协调未更改的顺序计算代数系统的多个实例以交付单个并行系统,可以获得良好的,可扩展的并行性能。本文介绍了SymGrid-Par的第一个实质性并行性能结果,该系统将计算代数组件编排为高性能并行应用程序。我们证明了SymGrid-Par能够利用不同的并行/多核体系结构,而无需对计算代数组件进行任何更改。最终,我们的意图是扩展我们的系统,使其能够在高性能计算网格上协调异构计算。

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