DBR: A Depth-Branch-Resorting Algorithm for Locality Exploration in Graph Processing

Lin Jiang, Ru Feng, Junjie Wang, Junyong Deng
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Abstract

Unstructured and irregular graph data causes strong randomness and poor locality of data access in graph processing. In order to alleviate this problem, this paper proposes a Depth-Branch-Resorting (DBR) Algorithm for locality exploration in graph processing, and the corresponding graph data compression format DBR_DCSR. The DBR algorithm and DBR_DCSR format are tested and verified on the framework GraphBIG. The results show that in terms of execution time, the DBR algorithm and DBR_DCSR format reduce GraphBIG execution time by 55.6% compared with the original GraphBIG framework, and 71.7%, 11.46% less than the frameworks of Ligra, Gemini respectively. While compared with the original GraphBIG framework, the optimized GraphBIG framework in DBR_DCSR format has a maximum reduction of 87.9% in data movement and 52.3% in data computation. Compared to the Ligra, Genimi, the amount of data movement are reduced by 33.5% and 49.7%, the amount of data calculation reduced by 54.3% and 43.9% respectively.
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基于深度分支的图处理局部探索算法
非结构化和不规则的图数据导致了图处理中数据访问的随机性强、局部性差。为了缓解这一问题,本文提出了一种用于图处理局部探索的深度分支求助算法(DBR),以及相应的图数据压缩格式DBR_DCSR。在GraphBIG框架上对DBR算法和DBR_DCSR格式进行了测试和验证。结果表明,在执行时间上,DBR算法和DBR_DCSR格式比原始GraphBIG框架减少了55.6%的GraphBIG执行时间,比Ligra、Gemini框架分别减少了71.7%、11.46%。而优化后的DBR_DCSR格式的GraphBIG框架与原始GraphBIG框架相比,数据移动量最大减少87.9%,数据计算量最大减少52.3%。与Ligra、Genimi相比,数据移动量分别减少33.5%和49.7%,数据计算量分别减少54.3%和43.9%。
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