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Application of Deep Walk Based on Hyperbolic Coordinates on Unsupervised Clustering

机译:基于双曲线坐标对无监督聚类的深度步行

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In the real world, various information can be represented by graph structure data. For example, interpersonal relationships and protein structure. In recent years, with the development of artificial intelligence, graph embedding has become a popular method of network analysis. It can reduce the dimension of network structure data, so that network structure data can be applied to various machine learning and deep learning tasks. At the same time, many studies of network geometry show that the hidden metric of many complex networks is hyperbolic. After hyperbolic space mapping, nodes in the original network data structure can be represented by hyperbolic coordinates. Hyperbolic coordinates contain information about the popularity and similarity of nodes which is very important for unsupervised clustering tasks. However, the random walk strategy in the native Deep Walk algorithm cannot effectively extract this information. So we propose an improvement of the Deep Walk algorithm based on hyperbolic coordinates and achieved good results on many datasets.
机译:在现实世界中,可以通过图形结构数据来表示各种信息。例如,人际关系和蛋白质结构。近年来,随着人工智能的发展,图形嵌入已成为一种流行的网络分析方法。它可以减少网络结构数据的维度,使得网络结构数据可以应用于各种机器学习和深度学习任务。同时,许多网络几何研究表明,许多复杂网络的隐藏度量是双曲线。在双曲线映射之后,原始网络数据结构中的节点可以由双曲线坐标表示。双曲线坐标包含有关对无监督群集任务非常重要的节点的流行度和相似性的信息。然而,本机深度步行算法中的随机步行策略无法有效提取这些信息。因此,我们提出了基于双曲线坐标的深度散步算法的改进,并在许多数据集中实现了良好的结果。

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