灵活鲁棒的协同正则化多域图聚类

Wei Cheng, Xiang Zhang, Zhishan Guo, Yubao Wu, P. Sullivan, Wei Wang
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引用次数: 76

摘要

多视图图聚类旨在通过集成不同领域的异构信息来提高聚类性能。每个域提供数据实例的不同视图。利用跨域信息已被证明是一种获得更好聚类结果的有效方法。尽管之前取得了成功,但现有的多视图图聚类方法通常假设同一组实例有不同的视图可用。因此,不同域中的实例可以被视为具有严格的一对一关系。然而,在许多实际应用程序中,一个域中的数据实例可能对应于另一个域中的多个实例。此外,不同领域的实例之间的关系可能与基于先验(部分)知识的权重相关联。在本文中,我们提出了一个灵活而稳健的框架,CGC(协正则化图聚类),基于非负矩阵分解(NMF),以解决这些挑战。与现有方法相比,CGC有几个优点。首先,它支持多对多跨域实例关系。其次,它结合了跨域关系的权重。第三,它允许部分跨域映射,这样不同域的图可能有不同的大小。最后,它为用户提供了跨域实例关系违反域内聚类结构的程度,从而使用户能够重新评估关系的一致性。在UCI基准数据集、新闻组数据集和生物相互作用网络上的大量实验结果证明了我们方法的有效性。
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Flexible and robust co-regularized multi-domain graph clustering
Multi-view graph clustering aims to enhance clustering performance by integrating heterogeneous information collected in different domains. Each domain provides a different view of the data instances. Leveraging cross-domain information has been demonstrated an effective way to achieve better clustering results. Despite the previous success, existing multi-view graph clustering methods usually assume that different views are available for the same set of instances. Thus instances in different domains can be treated as having strict one-to-one relationship. In many real-life applications, however, data instances in one domain may correspond to multiple instances in another domain. Moreover, relationships between instances in different domains may be associated with weights based on prior (partial) knowledge. In this paper, we propose a flexible and robust framework, CGC (Co-regularized Graph Clustering), based on non-negative matrix factorization (NMF), to tackle these challenges. CGC has several advantages over the existing methods. First, it supports many-to-many cross-domain instance relationship. Second, it incorporates weight on cross-domain relationship. Third, it allows partial cross-domain mapping so that graphs in different domains may have different sizes. Finally, it provides users with the extent to which the cross-domain instance relationship violates the in-domain clustering structure, and thus enables users to re-evaluate the consistency of the relationship. Extensive experimental results on UCI benchmark data sets, newsgroup data sets and biological interaction networks demonstrate the effectiveness of our approach.
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A general bootstrap performance diagnostic Flexible and robust co-regularized multi-domain graph clustering Beyond myopic inference in big data pipelines Constrained stochastic gradient descent for large-scale least squares problem Inferring distant-time location in low-sampling-rate trajectories
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