Clustering Uncertain Graphs with Node Attributes
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Proceedings of The 10th Asian Conference on Machine Learning, PMLR 95:232247, 2018.
Abstract
Graph clustering has attracted much attention in recent years, which has wide applications in social and biological networks. Recent approaches on graph clustering mainly focus on either certain graphs with node attributes or uncertain graphs without node attributes. However, many realworld graphs have both uncertainty on the edges and attributes on the nodes. We refer to such networks as \emph{attributed uncertain graphs}. Different from conventional graphs, attributed uncertain graphs post two major challenges for graph clustering: 1) uncertainty on the edges, which makes it difficult to extract reliable clusters; 2) high dimensional attributes on the nodes, which contain irrelevant and noisy information. In this paper, we study the problem of node clustering on attributed uncertain graphs, where we exploit both the uncertain edges and a set of important attributes for graph clustering. The uncertain edges can help identify the set of relevant attributes in the nodes, which are called focus attributes. While the focus attributes can help reduce the uncertainty in edges for graph clustering. We propose two novel approaches: AUGI based upon integrated attribute induced graphs and AUGU based upon the unified partition over possible worlds of a uncertain graph. Extensive empirical studies on realworld datasets demonstrate the effectiveness of our approaches for clustering tasks on attributed uncertain graphs.
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