带增强图的异构图对比学习

Zijuan Zhao;Zequn Zhu;Yuan Liu;Jinli Guo;Kai Yang
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引用次数: 0

摘要

异构图神经网络(HGNN)在解决定义在包含多种类型节点或边缘的异构图上的各种问题方面表现出了良好的能力。然而,传统的 HGNN 模型依赖于标签信息,无法捕捉到原始图的局部结构信息。在本文中,我们提出了一种带有增强图(AHGCL)的新型异构图对比学习方法。具体来说,我们通过计算节点的特征相似性来构建增强图,从而捕捉潜在的结构信息。对于原始图和增强图,我们采用共享图神经网络(GNN)编码器来提取具有不同元路径的节点的语义特征。这些特征信息通过语义级关注机制进行聚合,生成最终的节点嵌入,从而捕捉潜在的高阶语义结构信息。考虑到真实世界数据集的标签信息问题,我们采用对比学习来训练 GNN 编码器,以最大化原始图和增强图视图中相似节点之间的共同信息。我们在 AMiner、Freebase、digital bibliography & library project (DBLP) 和 association for computing machinery (ACM) 四个真实数据集上进行了节点分类实验,以评估 AHGCL 的性能。结果表明,与现有的图表示学习方法相比,所提出的 AHGCL 具有出色的稳定性和能力。
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Heterogeneous Graph Contrastive Learning With Augmentation Graph
Heterogeneous graph neural networks (HGNNs) have demonstrated promising capabilities in addressing various problems defined on heterogeneous graphs containing multiple types of nodes or edges. However, traditional HGNN models depend on label information and capture the local structural information of the original graph. In this article, we propose a novel heterogeneous graph contrastive learning method with augmentation graph (AHGCL). Specifically, we construct an augmentation graph by calculating the feature similarity of nodes to capture latent structural information. For the original graph and the augmentation graph, we employ a shared graph neural network (GNN) encoder to extract the semantic features of nodes with different meta-paths. The feature information is aggregated through a semantic-level attention mechanism to generate final node embeddings, which capture latent high-order semantic structural information. Considering the problems of label information for the real-world datasets, we adopt contrastive learning to train the GNN encoder for maximizing the common information between similar nodes from the original graph and the augmentation graph views. We conduct node classification experiments on four real-world datasets, AMiner, Freebase, digital bibliography & library project (DBLP), and association for computing machinery (ACM), to evaluate the performance of AHGCL. The results show that the proposed AHGCL demonstrates excellent stability and capability compared to existing graph representation learning methods.
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Table of Contents Front Cover IEEE Transactions on Artificial Intelligence Publication Information Front Cover Table of Contents
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