三角:在极端尺度上的三角形计数

Yang Hu, P. Kumar, Guy Swope, Huimin Huang
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引用次数: 22

摘要

三角计数广泛应用于垃圾邮件检测、链接推荐和社会网络分析等领域。DARPA图形挑战赛寻求在大图形上进行三角形计数的可扩展解决方案。本文提出了一个可扩展的三角形计数框架TriX,该框架由二维图划分策略和基于二分搜索的交叉算法组成。二维分区为多个gpu提供均衡的工作分配。另一方面,基于二进制搜索的交集通过warp内调度和合并内存访问在gpu上实现了细粒度的并行性。TriX能够扩展到大量gpu,并在35分钟内对十亿节点图(20亿个节点,640亿个边)上的三角形进行计数,实现每秒超过1600万遍历边(TEPS)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
TriX: Triangle counting at extreme scale
Triangle counting is widely used in many applications including spam detection, link recommendation, and social network analysis. The DARPA Graph Challenge seeks a scalable solution for triangle counting on big graphs. In this paper we present TriX, a scalable triangle counting framework, which is comprised of a 2-D graph partition strategy and a binary search based intersection algorithm designed for GPUs. The 2-D partition provides balanced work division among multiple GPUs. On the other hand, binary search based intersection achieves fine-grained parallelism on GPUs via intra-warp scheduling and coalesced memory access. TriX is able to scale to a large number of GPUs, and count triangles on billion-node graph (2 billion node, 64 billion edges) within 35 minutes, achieving over 16 million traverse edges per second (TEPS).
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