arXiv:2502.13525cs.LG2025-02中稿 · TMM被引 1

提出不对称谱增强方法,提升图对比学习的泛化能力。

AS-GCL: Asymmetric Spectral Augmentation on Graph Contrastive Learning

  • 用谱域增强减少结构噪声,保持图的内在特征
  • 采用不同扩散算子的共享编码器生成多样视图
  • 引入上界损失函数,平衡类内类间距离分布

图对比学习(GCL)已成为图结构数据自监督学习的主流方法,通过多视图增强减少对标注数据的依赖。然而,现有GCL方法通常依赖一致的随机增强,忽视其对谱域结构的影响,限制了模型泛化性能。为此,我们提出AS-GCL,一种基于不对称谱增强的图对比学习新范式。典型GCL框架包含三个核心组件:图数据增强、视图编码与对比损失。本文在各环节进行改进:在增强阶段,采用基于谱的增强策略以最小化谱变化,增强结构不变性并降低噪声;在编码阶段,使用参数共享的编码器搭配不同的扩散算子,生成多样化且抗噪的图视图;在对比损失方面,引入上界损失函数,通过维持类内与类间距离的均衡分布促进泛化。据我们所知,这是首个在谱域中利用非对称编码器处理增强视图的工作。在八个基准图数据集上的大量实验验证了该方法在多种节点级任务中的优势。

原文摘要 · Abstract (English)

Graph Contrastive Learning (GCL) has emerged as the foremost approach for self-supervised learning on graph-structured data. GCL reduces reliance on labeled data by learning robust representations from various augmented views. However, existing GCL methods typically depend on consistent stochastic augmentations, which overlook their impact on the intrinsic structure of the spectral domain, thereby limiting the model's ability to generalize effectively. To address these limitations, we propose a novel paradigm called AS-GCL that incorporates asymmetric spectral augmentation for graph contrastive learning. A typical GCL framework consists of three key components: graph data augmentation, view encoding, and contrastive loss. Our method introduces significant enhancements to each of these components. Specifically, for data augmentation, we apply spectral-based augmentation to minimize spectral variations, strengthen structural invariance, and reduce noise. With respect to encoding, we employ parameter-sharing encoders with distinct diffusion operators to generate diverse, noise-resistant graph views. For contrastive loss, we introduce an upper-bound loss function that promotes generalization by maintaining a balanced distribution of intra- and inter-class distance. To our knowledge, we are the first to encode augmentation views of the spectral domain using asymmetric encoders. Extensive experiments on eight benchmark datasets across various node-level tasks demonstrate the advantages of the proposed method.

图对比学习谱增强自监督

Thank you to arXiv for use of its open access interoperability. PaperDance 不是 arXiv 官方产品;中文卡片由大模型生成,请以原文为准。