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A result-driven minimum blocking method for PageRank parallel computing

机译:PageRank并行计算的结果驱动最小阻塞方法

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摘要

Matrix blocking is a common method for improving computational efficiency of PageRank, but the blocking rules are hard to be determined, and the following calculation is complicated. In tackling these problems, we propose a minimum blocking method driven by result needs to accomplish a parallel implementation of PageRank algorithm. The minimum blocking just stores the element which is necessary for the result matrix. In return, the following calculation becomes simple and the consumption of the I/O transmission is cut down. We do experiments on several matrixes of different data size and different sparsity degree. The results show that the proposed method has better computational efficiency than traditional blocking methods.
机译:矩阵分块是提高PageRank计算效率的常用方法,但分块规则难以确定,后续计算复杂。为了解决这些问题,我们提出了一种由结果需求驱动的最小阻塞方法,以完成PageRank算法的并行实现。最小块仅存储结果矩阵所需的元素。作为回报,下面的计算变得简单,并且减少了I / O传输的消耗。我们对不同数据大小和稀疏度的几种矩阵进行了实验。结果表明,与传统的阻塞方法相比,该方法具有更好的计算效率。

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