Parallelism without Pain: Orchestrating Computational Algebra Components into a High-Performance Parallel System

Zain, A.D. Al; Trinder, Phil; Hammond, Kevin; Konovalov, Alexander; Linton, Steve; Berthold, Jost

doi:10.1109/ispa.2008.19

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Cited by 5 publications

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“…This paper extends our ISPA08 paper (Al Zain et al, 2008b) and presents the first substantial parallel performance results for the SymGrid-Par GCA component. In particular, our results demonstrate:…”

Section: Introductionmentioning

confidence: 55%

Orchestrating computational algebra components into a high-performance parallel system

Zain

Trinder

Hammond

2012

IJHPCN

Self Cite

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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.

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Section: Introductionmentioning

confidence: 55%