论文标题

CGMN:一个自我监督图相似性学习的对比度图匹配网络

CGMN: A Contrastive Graph Matching Network for Self-Supervised Graph Similarity Learning

论文作者

Jin, Di, Wang, Luzhi, Zheng, Yizhen, Li, Xiang, Jiang, Fei, Lin, Wei, Pan, Shirui

论文摘要

图相似性学习是指计算两个图之间的相似性分数,这在许多现实的应用程序(例如视觉跟踪,图形分类和协作过滤)中需要。由于大多数现有的图形神经网络产生了单个图的有效图表,因此几乎没有努力共同学习两个图表并计算其相似性得分。此外,现有的无监督的图形相似性学习方法主要基于聚类,该方法忽略了图对中体现的有价值的信息。为此,我们提出了一个对比度图匹配网络(CGMN),以进行自我监督的图形相似性学习,以计算任何两个输入图对象之间的相似性。具体而言,我们分别在一对中为每个图生成两个增强视图。然后,我们采用两种策略,即跨视图相互作用和跨刻画相互作用,以进行有效的节点表示学习。前者在两种观点中求助于加强节点表示的一致性。后者用于识别不同图之间的节点差异。最后,我们通过汇总操作进行图形相似性计算将节点表示形式转换为图形表示。我们已经在八个现实世界数据集上评估了CGMN,实验结果表明,所提出的新方法优于图形相似性学习下游任务的最新方法。

Graph similarity learning refers to calculating the similarity score between two graphs, which is required in many realistic applications, such as visual tracking, graph classification, and collaborative filtering. As most of the existing graph neural networks yield effective graph representations of a single graph, little effort has been made for jointly learning two graph representations and calculating their similarity score. In addition, existing unsupervised graph similarity learning methods are mainly clustering-based, which ignores the valuable information embodied in graph pairs. To this end, we propose a contrastive graph matching network (CGMN) for self-supervised graph similarity learning in order to calculate the similarity between any two input graph objects. Specifically, we generate two augmented views for each graph in a pair respectively. Then, we employ two strategies, namely cross-view interaction and cross-graph interaction, for effective node representation learning. The former is resorted to strengthen the consistency of node representations in two views. The latter is utilized to identify node differences between different graphs. Finally, we transform node representations into graph-level representations via pooling operations for graph similarity computation. We have evaluated CGMN on eight real-world datasets, and the experiment results show that the proposed new approach is superior to the state-of-the-art methods in graph similarity learning downstream tasks.

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