Provably Fast and Space-Efficient Parallel Biconnectivity (Abstract)

Xiaojun Dong, Letong Wang, Yan Gu, Yihan Sun
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引用次数: 1

Abstract

We propose the first parallel biconnectivity algorithm (FAST-BCC) that has optimal work, polylogarithmic span, and is space-efficient. Our algorithm creates a skeleton graph based on any spanning tree of the input graph. Then we use the connectivity information of the skeleton to compute the biconnectivity of the original input. We carefully analyze the correctness of our algorithm. We implemented FAST-BCC and compared it with existing implementations, including GBBS, Slota and Madduri's algorithm, and the sequential Hopcroft-Tarjan algorithm. We tested them on a 96-core machine on 27 graphs with varying edge distributions. FAST-BCC is faster than all existing baselines on each graph.
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可证明快速且空间高效的并行双连接(摘要)
我们提出了第一种并行双连接算法(FAST-BCC),该算法具有最优的工作性能、多对数跨度和空间效率。我们的算法基于输入图的任意生成树创建骨架图。然后利用骨架的连通性信息计算原始输入的双连通性。我们仔细分析了算法的正确性。我们实现了FAST-BCC,并将其与现有的实现进行了比较,包括GBBS、Slota和maduri算法以及顺序Hopcroft-Tarjan算法。我们在一台96核的机器上对27个具有不同边缘分布的图进行了测试。FAST-BCC比每个图上的所有现有基线都快。
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