International Conference on Computer and Automation Engineering, 4th (ICCAE 2012) 2012
DOI: 10.1115/1.859940.paper30
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A Novel Binary Search Based Method to Find Minimal Number of Cores Required to Obtain Minimal Makespan, Given Makespan and Given Utilization of Cores for a DAG Application

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“…A brute force method can be used to find this, by making several calls to scheduling method and recording the makespan for each case. But an efficient binary search based method [24] is used in this work and its time complexity is O(log n) against O(n) of the brute force method.…”
Section: Maximum Number Of Processor For a Dagmentioning
confidence: 99%
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“…A brute force method can be used to find this, by making several calls to scheduling method and recording the makespan for each case. But an efficient binary search based method [24] is used in this work and its time complexity is O(log n) against O(n) of the brute force method.…”
Section: Maximum Number Of Processor For a Dagmentioning
confidence: 99%
“…An efficient binary search based method [24] with time complexity of O(log(n)) is used to find the maximum number of processors a DAG can utilize. The decrease in makespan and increase in computing area (decrease in average processor utilization) for every added processor is used to fix the optimal number of processors for a DAG.…”
Section: Optimal and Maximum Number Of Processors For A Dagmentioning
confidence: 99%