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首页> 外文期刊>電子情報通信学会技術研究報告. コンピュテ-ション. Theoretical Foundations of Computing >Optimal Simulation of Dynamically Reconfigurable Row/Column Buses by Statically Fixed Buses
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Optimal Simulation of Dynamically Reconfigurable Row/Column Buses by Statically Fixed Buses

机译:静态固定总线对动态可重构行/列总线的优化仿真

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This paper studies the simulation problem of meshes with separable buses (MSB) by meshes with multiple partitioned buses (MMPB). The MSB and the MMPB are the mesh-connected computers enhanced by the addition of broadcasting buses along every row and column. The broadcasting buses of the MSB, called separable buses, can be dynamically sectioned into smaller bus segments by program control, while those of the MMPB, called partitioned buses, are statically partitioned in advance. In the MSB model, each row/column has only one separable bus, while in the MMPB model, each row/column has L partitioned buses (L ≥ 1). We present an algorithm that simulates the MSB of size n x n in O (n{sup}(1/(2L+1))) steps using the MMPB of size n x n, and prove that the time-complexity of the algorithm is optimal in the worst case.
机译:本文研究了具有多个分区总线(MMPB)的网格对具有可分离总线(MSB)的网格的仿真问题。 MSB和MMPB是网状连接计算机,通过在每一行和每一列添加广播总线来增强其性能。可以通过程序控制将MSB的广播总线(称为可分离总线)动态划分为较小的总线段,而MMPB的广播总线(称为“分区总线”)则可以预先进行静态分区。在MSB模型中,每行/列只有一个可分离的总线,而在MMPB模型中,每行/列有L个分区的总线(L≥1)。我们提出了一种算法,该算法使用大小为nxn的MMPB以O(n {sup}(1 /(2L + 1)))个步长模拟大小为nxn的MSB,并证明了算法的时间复杂度在最坏的情况下。

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