提出结构对齐的图域适应方法,提升跨域图神经网络性能
DSBD: Dual-Aligned Structural Basis Distillation for Graph Domain Adaptation
- 构建可微分的结构基底,通过概率原型图建模跨域结构差异
- 双路径对齐:几何一致性与谱一致性联合优化,增强结构匹配
- 解耦推理机制减少源域结构偏差,适合图数据分布差异大的场景
图域适应(GDA)旨在将标记源图的知识迁移到未标记目标图,应对分布偏移问题。现有方法多聚焦特征而忽视结构差异,在拓扑显著变化时表现不佳,因几何关系与谱特性均被破坏,导致图神经网络(GNN)迁移不可靠。为此,本文提出双对齐结构基底蒸馏(DSBD),一种显式建模并适应跨域结构变化的新框架。DSBD通过合成连续概率原型图构建可微分结构基底,支持拓扑梯度优化。该基底在源域监督下学习以保持语义判别性,并通过双对齐目标显式适配目标域:利用置换不变的拓扑矩匹配实现几何一致性,通过狄利克雷能量校准实现谱一致性,共同捕捉跨域结构特征。此外,引入解耦推理范式,通过在蒸馏后的结构基底上训练新GNN,缓解源域结构偏差。在图与图像基准上的大量实验表明,DSBD始终优于现有最先进方法。
原文摘要 · Abstract (English)
Graph domain adaptation (GDA) aims to transfer knowledge from a labeled source graph to an unlabeled target graph under distribution shifts. However, existing methods are largely feature-centric and overlook structural discrepancies, which become particularly detrimental under significant topology shifts. Such discrepancies alter both geometric relationships and spectral properties, leading to unreliable transfer of graph neural networks (GNNs). To address this limitation, we propose Dual-Aligned Structural Basis Distillation (DSBD) for GDA, a novel framework that explicitly models and adapts cross-domain structural variation. DSBD constructs a differentiable structural basis by synthesizing continuous probabilistic prototype graphs, enabling gradient-based optimization over graph topology. The basis is learned under source-domain supervision to preserve semantic discriminability, while being explicitly aligned to the target domain through a dual-alignment objective. Specifically, geometric consistency is enforced via permutation-invariant topological moment matching, and spectral consistency is achieved through Dirichlet energy calibration, jointly capturing structural characteristics across domains. Furthermore, we introduce a decoupled inference paradigm that mitigates source-specific structural bias by training a new GNN on the distilled structural basis. Extensive experiments on graph and image benchmarks demonstrate that DSBD consistently outperforms state-of-the-art methods.
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