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Computing 2-Connected Components and Maximal 2-Connected Subgraphs in Directed Graphs: An Experimental Study

机译:在有向图中计算2连接的组件和最大2连接的子图:实验研究

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摘要

Motivated by very recent work on 2-connectivity in directed graphs, we revisit the problem of computing the 2-edge- and 2-vertex-connected components, and the maximal 2-edge- and 2-vertex-connected subgraphs of a directed graph G. We explore the design space for efficient algorithms in practice, based on recently proposed techniques, and conduct a thorough empirical study to highlight the merits and weaknesses of each technique.
机译:由于最近在定向图中的2个连接工作的动机,我们重新审视计算2边缘和2顶点连接的组件的问题,以及定向图的最大2边缘和2个顶点连接的子图G.基于最近提出的技术,我们在实践中探讨了高效算法的设计空间,并进行了彻底的实证研究以突出各种技术的优点和弱点。

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