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Isomorphic Allocation in k-ary n-cube Systems

机译:K-ARY N-CUBE系统中的同构分配

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Due to its topological generality and flexibility, the k-ary n-cube architecture is actively researched exploring network design trade-offs as well as characterizing the topology. Processor allocation problem, which has been extensively attempted for hypercubes and meshes, however, has not been addressed for the k-ary n-cube parallel computers. In this paper, we propose Isomorphic Partitioning, where a partitioned subcube retains the high order of dimension of the whole system but with smaller size in each dimension. The partitioned subcubes maintain the advantages of the high order architecture. Extensive simulation reveals the effectiveness of the proposed scheme based on the Isomorphic Partitioning.
机译:由于其拓扑普遍性和灵活性,k-ary n立方体架构被积极研究探索网络设计权衡以及表征拓扑结构。然而,处理器分配问题已经广泛尝试过HyperCubes和网格,并不针对K-ARY N-CUBE并行计算机寻址。在本文中,我们提出了同构划分,其中分区子纤维保留整个系统的大阶尺寸,但在每个维度中具有较小的尺寸。分区子机保持高阶架构的优点。广泛的模拟揭示了基于同构划分的提出方案的有效性。

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