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A Parallel Maximal Matching Algorithm for Large Graphs Using Pregel

机译:使用Pregel的大型图并行最大匹配算法

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Graph matching is to find an independent edge set in a graph. It can be used for various purposes such as finding a cover in a graph, chemical structural computations, multi-level graph partitioning and so on. When a graph is too large to be handled by a single machine, we should use multiple machines. In this paper, we use Pregel, a cloud graph processing architecture which is able to process massive scale graph data in scalable and fault-tolerant ways. We propose a parallel maximal matching algorithm described in the Pregel's vertex-centric BSP model. We test our algorithm on an 8 node cluster and the results show that our algorithm can realize high quality matching for a large graph in a short time. Also, our algorithm is linearly scalable with the number of machines.
机译:图匹配是在图中找到独立的边集。它可以用于各种目的,例如在图形中查找封面,化学结构计算,多级图形划分等。当图形太大而无法由单台计算机处理时,我们应该使用多台计算机。在本文中,我们使用Pregel,这是一种云图处理体系结构,能够以可伸缩和容错的方式处理大规模图形数据。我们提出了在Pregel的以顶点为中心的BSP模型中描述的并行最大匹配算法。我们在8节点群集上测试了我们的算法,结果表明我们的算法可以在短时间内实现大型图的高质量匹配。而且,我们的算法可以随着计算机数量线性扩展。

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