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Processor allocation in mesh multiprocessors using the leapfrog method

机译:使用跳越法的网格多处理器中的处理器分配

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摘要

The mesh-connected multiprocessor has become popular because of its simple and regular structure. A new data structure, the R-array, is proposed to represent the mesh at first. The element in the R-array stores statistical information about occupied conditions of the mesh. Statistical information of the R-array can direct the allocation process to jump to the processes that can serve as a base of a free submesh. Based on a simple and reasonable assumption, we develop a stochastic process to analyze behaviors of the proposed scheme. The proposed scheme is the first whose probabilities of locating free submeshes under different workloads are precisely computed. These results can be applied to each full-recognition scheme. In addition, the execution costs of the proposed scheme can also be accurately calculated. Finally, simulations are performed which show that the proposed schemes are faster than most.
机译:网格连接的多处理器由于其简单而规则的结构而变得流行。首先提出了一种新的数据结构R数组来表示网格。 R数组中的元素存储有关网格占用情况的统计信息。 R数组的统计信息可以指导分配过程跳转到可以用作自由子网格基础的过程。基于一个简单合理的假设,我们开发了一个随机过程来分析所提出方案的行为。所提出的方案是第一个精确计算出在不同工作量下定位自由子网格的概率的方案。这些结果可以应用于每个完全识别方案。另外,所提出的方案的执行成本也可以被准确地计算出来。最后,仿真表明所提出的方案比大多数方案都快。

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