论文标题
注意关系:归因的多重网络的多件
Pay Attention to Relations: Multi-embeddings for Attributed Multiplex Networks
论文作者
论文摘要
图形卷积神经网络(GCN)已成为许多下游网络挖掘任务(例如节点分类,链接预测和社区检测)的有效机器学习算法。但是,大多数GCN方法已经为同质网络开发,并且仅限于每个节点的单个嵌入。复杂的系统通常由异质的多重网络表示,对GCN模型提出了一个更困难的挑战,并要求此类技术捕获节点之间发生的各种环境和各种相互作用。在这项工作中,我们提出了Rahmen,这是一种新型的统一关系感知的嵌入框架,用于归因的异质多重网络。我们的模型结合了节点属性,基于基序的特征,基于关系的GCN方法以及关系自我注意,以学习在异质,多重网络中相对于各种关系的节点的嵌入。与先前的工作相反,Rahmen是一个更具表现力的嵌入框架,它涵盖了此类网络中节点的多方面性质,生产了一组捕获各种节点上下文的多件插图。 我们在转导和电感设置中的亚马逊,Twitter,YouTube和Tissue PPI的四个现实世界数据集上评估了我们的模型。我们的结果表明,拉曼始终胜过可比的最新网络嵌入模型,并且对拉曼的关系自我发明的分析表明,我们的模型发现了异构,多路复用网络中存在的关系之间的可解释联系。
Graph Convolutional Neural Networks (GCNs) have become effective machine learning algorithms for many downstream network mining tasks such as node classification, link prediction, and community detection. However, most GCN methods have been developed for homogenous networks and are limited to a single embedding for each node. Complex systems, often represented by heterogeneous, multiplex networks present a more difficult challenge for GCN models and require that such techniques capture the diverse contexts and assorted interactions that occur between nodes. In this work, we propose RAHMeN, a novel unified relation-aware embedding framework for attributed heterogeneous multiplex networks. Our model incorporates node attributes, motif-based features, relation-based GCN approaches, and relational self-attention to learn embeddings of nodes with respect to the various relations in a heterogeneous, multiplex network. In contrast to prior work, RAHMeN is a more expressive embedding framework that embraces the multi-faceted nature of nodes in such networks, producing a set of multi-embeddings that capture the varied and diverse contexts of nodes. We evaluate our model on four real-world datasets from Amazon, Twitter, YouTube, and Tissue PPIs in both transductive and inductive settings. Our results show that RAHMeN consistently outperforms comparable state-of-the-art network embedding models, and an analysis of RAHMeN's relational self-attention demonstrates that our model discovers interpretable connections between relations present in heterogeneous, multiplex networks.