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A ground truth contest between modularity maximization and modularity density maximization

机译:模块化最大化与模块化密度最大化之间的地面真理竞争

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摘要

Computational techniques for network clustering identification are critical to several application domains. Recently, Modularity Maximization and Modularity Density Maximization have become two of the main techniques that provide computational methods to identify network clusterings. Therefore, understanding their differences and common characteristics is fundamental to decide which one is best suited for a given application. Several heuristics and exact methods have been developed for both Modularity Maximization and Modularity Density Maximization problems. Unfortunately, no structured methodological comparison between the two techniques has been proposed yet. This paper reports a ground truth contest between both optimization problems. We do so aiming to compare their exact solutions and the results of heuristics inspired in these problems. In our analysis, we use branch-and-price exact methods which apply the best-known column generation procedures. The heuristic methods obtain the highest objective function scores and find solutions for networks with hundreds of thousands of nodes. Our experiments suggest that Modularity Density Maximization yields the best results over the tested networks. The experiments also show the behavior and importance of the quantitative factor of the Modularity Density Maximization objective function.
机译:网络聚类识别的计算技术对于若干应用程序域来说是至关重要的。最近,模块化最大化和模块化密度最大化已成为提供识别网络集群的计算方法的两个主要技术。因此,了解他们的差异和共同特征是决定哪一个最适合给定的申请的基础。已经为模块化最大化和模块化密度最大化问题开发了几种启发式方法和精确方法。遗憾的是,尚未提出两种技术之间的结构化方法学比较。本文在优化问题之间报道了一个地面真相竞争。我们这样做旨在比较他们的确切解决方案和启发式的结果在这些问题中启发。在我们的分析中,我们使用应用最熟知的列生成程序的分支和价格精确方法。启发式方法获得最高目标函数分数,并找到具有数十万个节点的网络的解决方案。我们的实验表明,模块化密度最大化产生了测试网络的最佳结果。实验还显示了模块化密度最大化目标函数的定量因数的行为和重要性。

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