A Fully Automated Method for Discovering Community Structures in High Dimensional Data.

Jianhua Ruan
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引用次数: 14

Abstract

Identifying modules, or natural communities, in large complex networks is fundamental in many fields, including social sciences, biological sciences and engineering. Recently several methods have been developed to automatically identify communities from complex networks by optimizing the modularity function. The advantage of this type of approaches is that the algorithm does not require any parameter to be tuned. However, the modularity-based methods for community discovery assume that the network structure is given explicitly and is correct. In addition, these methods work best if the network is unweighted and/or sparse. In reality, networks are often not directly defined, or may be given as an affinity matrix. In the first case, each node of the network is defined as a point in a high dimensional space and different networks can be obtained with different network construction methods, resulting in different community structures. In the second case, an affinity matrix may define a dense weighted graph, for which modularity-based methods do not perform well. In this work, we propose a very simple algorithm to automatically identify community structures from these two types of data. Our approach utilizes a k-nearest-neighbor network construction method to capture the topology embedded in high dimensional data, and applies a modularity-based algorithm to identify the optimal community structure. A key to our approach is that the network construction is incorporated with the community identification process and is totally parameter-free. Furthermore, our method can suggest appropriate preprocessing/normalization of the data to improve the results of community identification. We tested our methods on several synthetic and real data sets, and evaluated its performance by internal or external accuracy indices. Compared with several existing approaches, our method is not only fully automatic, but also has the best accuracy overall.

一种发现高维数据中社区结构的全自动方法。
在大型复杂网络中识别模块或自然群落是许多领域的基础,包括社会科学、生物科学和工程。近年来,人们开发了几种通过优化模块化函数从复杂网络中自动识别社区的方法。这种方法的优点是算法不需要调优任何参数。然而,基于模块化的社区发现方法假设网络结构明确且正确。此外,如果网络是无加权和/或稀疏的,这些方法效果最好。在现实中,网络通常不是直接定义的,或者可以作为亲和力矩阵给出。在第一种情况下,将网络的每个节点定义为高维空间中的一个点,使用不同的网络构建方法可以获得不同的网络,从而产生不同的社区结构。在第二种情况下,关联矩阵可以定义密集加权图,而基于模块化的方法在这方面表现不佳。在这项工作中,我们提出了一个非常简单的算法来从这两种类型的数据中自动识别社区结构。该方法利用k近邻网络构建方法捕获嵌入在高维数据中的拓扑结构,并应用基于模块化的算法识别最优社区结构。我们的方法的一个关键是网络建设与社区识别过程相结合,并且完全没有参数。此外,我们的方法可以建议适当的预处理/规范化数据,以提高社区识别的结果。我们在几个合成数据集和真实数据集上测试了我们的方法,并通过内部和外部精度指标评估了它的性能。与现有的几种方法相比,我们的方法不仅是全自动的,而且总体上具有最好的精度。
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