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Exploring Groups from Heterogeneous Data via Sparse Learning

机译:通过稀疏学习探索来自异构数据的群组

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Complexity networks, such as social networks, biological networks and co-citation networks, are ubiquitous in reality. Identifying groups from data is critical for network analysis, for it can offer deep insights in understanding the structural properties and functions of complex networks. Over the past decades, many endeavors from interdisciplinary fields have been attempted to identify groups from data. However, little attention has been paid on exploring groups and their relationships from different views. In this work, we address this issue by using canonical correlation analysis (CCA) to analyze groups and their interplays in the networks. To further improve the interpretability of results, we solve the optimization problem with sparse learning, and then propose a generalized framework of group discovery from heterogeneous data. This framework enables us to find groups and explicitly model their relationships from diverse views simultaneously. Extensive experimental studies conducted on both synthetic and DBLP datasets demonstrate the effectiveness of the proposed method.
机译:复杂性网络,例如社交网络,生物网络和共同引用网络,现实中无处不在。识别来自数据的组对于网络分析至关重要,因为它可以为了解复杂网络的结构性和功能而提供深度洞察。在过去的几十年中,已经尝试从跨学科领域的许多努力识别来自数据的组。但是,从不同意见的探索群体和关系中,已经提出了很少的关注。在这项工作中,我们通过使用规范相关性分析(CCA)来分析组及其在网络中的相互作用来解决此问题。为了进一步提高结果的可解释性,我们解决了稀疏学习的优化问题,然后从异构数据提出了集团发现的广义框架。此框架使我们能够同时查找组并明确地模拟与不同视图的关系。在合成和DBLP数据集上进行的广泛实验研究表明了该方法的有效性。

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