Update on k-truss Decomposition on GPU

M. Almasri, Omer Anjum, Carl Pearson, Zaid Qureshi, Vikram Sharma Mailthody, R. Nagi, Jinjun Xiong, Wen-mei W. Hwu
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引用次数: 21

Abstract

In this paper, we present an update to our previous submission on k-truss decomposition from Graph Challenge 2018. For single k k-truss implementation, we propose multiple algorithmic optimizations that significantly improve performance by up to 35.2x (6.9x on average) compared to our previous GPU implementation. In addition, we present a scalable multi-GPU implementation in which each GPU handles a different ‘k’ value. Compared to our prior multi-GPU implementation, the proposed approach is faster by up to 151.3x (78.8x on average). In case when the edges with only maximal k-truss are sought, incrementing the ‘k’ value in each iteration is inefficient particularly for graphs with large maximum k-truss. Thus, we propose binary search for the ‘k’ value to find the maximal k-truss. The binary search approach on a single GPU is up to 101.5 (24.3x on average) faster than our 2018 k-truss submission. Lastly, we show that the proposed binary search finds the maximum k-truss for “Twitter“ graph dataset having 2.8 billion bidirectional edges in just 16 minutes on a single V100 GPU.
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更新了GPU上的k-truss分解
在本文中,我们对之前提交的2018年图挑战k-桁架分解进行了更新。对于单个k- k-truss实现,我们提出了多个算法优化,与之前的GPU实现相比,显著提高了高达35.2倍(平均6.9倍)的性能。此外,我们提出了一个可扩展的多GPU实现,其中每个GPU处理不同的“k”值。与我们之前的多gpu实现相比,所提出的方法的速度高达151.3倍(平均78.8倍)。在只寻找最大k-truss的边的情况下,在每次迭代中增加k值是低效的,特别是对于具有最大k-truss的图。因此,我们提出二分搜索' k '值,以找到最大的k桁架。在单个GPU上的二进制搜索方法比我们2018年提交的k-truss快101.5(平均24.3倍)。最后,我们证明了所提出的二叉搜索在单个V100 GPU上只需16分钟即可找到具有28亿个双向边的“Twitter”图数据集的最大k-truss。
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