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Finding Maximal Quasi-cliques Containing a Target Vertex in a Graph

机译:查找包含图中的目标顶点的最大准批变

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Many real-world phenomena such as social networks and biological networks can be modeled as graphs. Discovering dense sub-graphs from these graphs may be able to find interesting facts about the phenomena. Quasi-cliques are a type of dense graphs, which is close to the complete graphs. In this paper, we want to find all maximal quasi-cliques containing a target vertex in the graph for some applications. A quasi-clique is defined as a maximal quasi-clique if it is not contained by any other quasi-cliques. We propose an algorithm to solve this problem and use several pruning techniques to improve the performance. Moreover, we propose another algorithm to solve a special case of this problem, i.e. finding the maximal cliques. The experiment results reveal that our method outperforms the previous work both in real and synthetic datasets in most cases.
机译:许多现实世界现象,如社交网络和生物网络可以作为图形建模。 从这些图中发现密集的子图可能能够找到关于该现象的有趣事实。 准批变是一种致密图类,其接近完整图形。 在本文中,我们希望在某些应用中找到包含图表中的目标顶点的所有最大准批变。 如果它不包含任何其他准批变,则将Quasi-Clique定义为最大Quasi-Clique。 我们提出了一种解决这个问题的算法,并使用多种修剪技术来提高性能。 此外,我们提出了另一种算法来解决这个问题的特殊情况,即找到最大的群体。 实验结果表明,在大多数情况下,我们的方法在真实和合成数据集中均优于先前的工作。

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