2013
DOI: 10.1016/j.micpro.2012.02.008
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Static statistical MPSoC power optimization by variation-aware task and communication scheduling

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Cited by 10 publications
(8 citation statements)
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“…This section tries to provide a brief overview of VAREX for being self-contained, yet the readers can refer to [13,14] for more details. Gaussian frequency distribution Singhal [3] performance yield SPDAG 2 NA, timing yields of cores are given Mirzoyan [4] performance yield SDFG 3 Discretised Gaussian frequency distribution Metaheuristic-based Algorithms Chon [5] performance yield DAG Discretised Gaussian frequency distribution Huang [6] performance yield DAG VARIUS [12], An approximative model to propagate variability in L eff and V th to the frequency of cores Momtazpour [7] power yield, performance yield wDAG Gaussian frequency distribution Momtazpour [8] power yield, performance yield wDAG an approximative model to propagate variability in L eff , V th and T ox to the frequency of cores ILP-based Algorithms Singhal [9] throughput, performance yield DAG NA, timing yields of cores are given Bhardwaj [10] power-performance yield DAG Gaussian frequency distribution Ghorbani [11] power yield, performance yield wDAG Gaussian frequency distribution 1 Weighted directed acyclic graph.…”
Section: Process Variation Modelmentioning
confidence: 99%
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“…This section tries to provide a brief overview of VAREX for being self-contained, yet the readers can refer to [13,14] for more details. Gaussian frequency distribution Singhal [3] performance yield SPDAG 2 NA, timing yields of cores are given Mirzoyan [4] performance yield SDFG 3 Discretised Gaussian frequency distribution Metaheuristic-based Algorithms Chon [5] performance yield DAG Discretised Gaussian frequency distribution Huang [6] performance yield DAG VARIUS [12], An approximative model to propagate variability in L eff and V th to the frequency of cores Momtazpour [7] power yield, performance yield wDAG Gaussian frequency distribution Momtazpour [8] power yield, performance yield wDAG an approximative model to propagate variability in L eff , V th and T ox to the frequency of cores ILP-based Algorithms Singhal [9] throughput, performance yield DAG NA, timing yields of cores are given Bhardwaj [10] power-performance yield DAG Gaussian frequency distribution Ghorbani [11] power yield, performance yield wDAG Gaussian frequency distribution 1 Weighted directed acyclic graph.…”
Section: Process Variation Modelmentioning
confidence: 99%
“…For our comparative study, we use five different approaches to solve the variation-aware MPSoC task and communication scheduling problem: (i) An ILP-based task scheduling method, previously proposed in [11] to find the optimal solution, (ii) a fast heuristic task scheduling technique, previously used in [2] to find a reasonable local solution efficiently, (iii) another heuristic method that is proposed in this work and is inspired from the work in [2], (iv) a GA-based task scheduling technique [7] and (v) an SA-based task scheduling technique [8]. This section provides a brief overview of the mentioned approaches, as well as minor modifications applied to them to provide fair comparison.…”
Section: Variation-aware Mpsoc Task and Communication Schedulingmentioning
confidence: 99%
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“…Such variation effects are visible in today processors and are expected to further rise with technology scaling when further approaching atomic scales. Process variation effects are already studied in highperformance multiprocessor and embedded systems [11], [12], [13], but to the best of our knowledge such effects have not been previously considered at data center scales.…”
Section: A Related Workmentioning
confidence: 99%