SAGA: Structural Aggregation Guided Alignment with Dynamic View and Neighborhood Order Selection for Multiview Graph Domain Adaptation
Ruiyi Fang, Jingyu Zhao, Shuo Wang, Ruizhi Pu, Bingheng Li, Jiale Cai, Zhihao Li, Zihao Jing, Jian Zhu, Song Tang, Charles Ling, Boyu Wang
摘要
Graph domain adaptation (GDA) transfers knowledge from a labeled source graph to an unlabeled target graph to alleviate label scarcity. In multi-view graphs, the challenge of mitigating domain shift is constrained by structural information across various views. Moreover, within each view, structures at different hops capture distinct neighborhood levels, which can lead to varying structural discrepancies. However, existing methods typically assume only a single-view graph structure, which cannot effectively capture the rich structural information in multi-relational graphs and hampers adaptation performances. In this paper, we tackle the challenging Multi-view Graph Domain Adaptation (MGDA) problem by proposing Structural Aggregation Guided Alignment (SAGA) that aligns multi-view graph data via dynamic view and neighborhood order selection. Specifically, we propose the notion of Structural Aggregation Distance (SAD) as a dynamic discrepancy metric that jointly considers view and neighborhood order, allowing the dominant view-order pair to vary during training. Through empirical analysis, we justify the validity of SAD and show that domain discrepancy in MGDA is largely governed by the dominant view-order pair, which evolves throughout training. Motivated by this observation, we design SAGA, which leverages SAD to dynamically identify the principal view-order pair that guides alignment, thereby effectively characterizing and mitigating both view-and hop-level structural discrepancies between multi-view graphs. Experimental results on various multi-relational graph benchmarks verify the effectiveness of our method. The source code is available at https://github.com/f1shungry/SAGA .
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引用它的顶会 Paper8
- Entropy-Guided Dynamic Tokens for Graph-LLM Alignment in Molecular UnderstandingZihao Jing, QIUHAO Zeng, Ruiyi Fang, Yan Sun 等ICLR 2026 · 被引用 3 次
- FUSE: Full‑spectrum Unlearnable Examples via Spectral EqualizationJiale Cai, Gezheng Xu, Zhihao Li, Ruiyi Fang 等ICML 2026 · 被引用 1 次
- Structure-Centric Graph Foundation Model via Geometric BasesXiaodong He, Haolan He, Ruiyi Fang, Ming Sun 等ICML 2026 · 被引用 1 次
- Graph Domain Adaptation via Homophily-Agnostic Reconstructing StructureRuiyi Fang, Shuo Wang, Ruizhi Pu, Qiuhao Zeng 等AAAI 2026 · 被引用 1 次
- Discretized Density-Guided Source-Free Adaptation for Continuous TargetsGezheng Xu, Qi CHEN, QIUHAO Zeng, Charles X. Ling 等ICML 2026
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