Proceedings International Parallel and Distributed Processing Symposium
DOI: 10.1109/ipdps.2003.1213298
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Modeling parallel applications performance on heterogeneous systems

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Cited by 17 publications
(13 citation statements)
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“…In this approach, an analytical model that parametrizes the architecture and the algorithm is instantiated for each specific case so as to optimize program execution. This strategy is considerably more general than the previous one, though more difficult to apply since the modeling process is not trivial [10,11], nor is its subsequent instantiation and minimization for each case. A search of the literature yields some generic tools such as mpC [12,13] and HeteroMPI [14,15] which provide the mechanisms that allow algorithms to be adapted to heterogeneous architectures, but which also require more input from the user and are more code intrusive.…”
Section: Background and Objectivesmentioning
confidence: 99%
“…In this approach, an analytical model that parametrizes the architecture and the algorithm is instantiated for each specific case so as to optimize program execution. This strategy is considerably more general than the previous one, though more difficult to apply since the modeling process is not trivial [10,11], nor is its subsequent instantiation and minimization for each case. A search of the literature yields some generic tools such as mpC [12,13] and HeteroMPI [14,15] which provide the mechanisms that allow algorithms to be adapted to heterogeneous architectures, but which also require more input from the user and are more code intrusive.…”
Section: Background and Objectivesmentioning
confidence: 99%
“…The average service time and the service reliability of a heterogeneous, five-server DCS have also been optimized by solving the optimization problems (13) to (15). It has been assumed that the parallel application is partitioned in M ¼ 250 tasks.…”
Section: Application Of the Theory To Optimal Task Reallocation In Dcssmentioning
confidence: 99%
“…3 and 4 , the maximal service reliability is achieved when, respectively, 27 and 10 tasks are transferred from server 1 to 2. However, the exponential approximation Table 2, we have listed results for the average service time and the service reliability of the five-server DCS, under severe network-delay conditions, when the exact and the approximated model have been employed to solve for the optimization problems stated in (13) and (15). The stochastic model evaluated in this example is Pareto with finite variance ("Pareto 1" model).…”
Section: Application Of the Theory To Optimal Task Reallocation In Dcssmentioning
confidence: 99%
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