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Complexity Analysis of New Task Allocation Problem Using Network Flow Method on Multicore Clusters

机译:多核群集中网络流法新任务分配问题的复杂性分析

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摘要

The task allocation problem (TAP) generally aims to minimize total execution cost and internode communication cost in traditional parallel computing systems. New TAP (NTAP) considering additive intranode communication cost in emerging multicore cluster systems is investigated in this paper. We analyze the complexity of NTAP with network flow method and conclude that the intranode communication cost is a key to the complexity of NTAP, and prove that (1) the NTAP can be cast as a generalized linear network minimum cost flow problem and can be solved in O(m2n4) time if the intranode communication cost equals the internode communication cost, and (2) the NTAP can be cast as a generalized convex cost network minimum cost flow problem and can be solved in polynomial time if the intranode communication cost is more than the internode communication cost. More in particular, the uniform cost NTAP can be cast as a convex cost flow problem and can be solved in O(m2n2log(m+n)) time. Furthermore, solutions to the NTAP are also discussed. Our work extends currently known theoretical results and the theorems and conclusions presented in this paper can provide theoretical basis for task allocating strategies on multicore clusters.
机译:任务分配问题(TAP)通常旨在在传统的并行计算系统中最小化总执行成本和节间通信成本。本文研究了考虑到新兴多核群集系统中的添加到添加剂介入通信成本的新水龙头(NTAP)。我们分析了NTAP的复杂性,并得出结论,Intranode通信成本是NTAP复杂性的关键,并证明(1)NTAP可以作为广义的线性网络最小成本流动问题施放并且可以解决在O(M2N4)时间内,如果Intranode通信成本等于节间通信成本,并且(2)NTAP可以作为广义凸起成本网络的最小成本流问题,如果Intranode通信成本更多,则可以在多项式时间中解决而不是节点通信成本。更具体地,均匀的成本NTAP可以作为凸起成本流动问题铸造,并且可以在O(M2N2Log(M + N))时间中解决。此外,还讨论了NTAP的解决方案。我们的工作延长了目前已知的理论结果,本文提出的定理和结论可以为多核集群的任务分配策略提供理论依据。

著录项

  • 作者

    Jixiang Yang;

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  • 年度 2014
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  • 原文格式 PDF
  • 正文语种 eng
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