๐ค AI Summary
Addressing the challenge of simultaneously achieving cross-domain transferability and intra-domain structural preservation in domain adaptation, this paper proposes a generalized graph alignment framework. It constructs source and target domain graphs in the feature space and aligns them via spectral regularization, complemented by a neighborhood-aware fine-grained feature propagation strategy. To further enhance robustness, the method integrates data augmentation with consistency regularization. By unifying cross-domain alignment and intra-domain discriminative structure modeling, it significantly improves the discriminability of target-domain representations. Extensive experiments on multiple standard benchmarks demonstrate state-of-the-art performance, particularly under challenging conditions such as large sourceโtarget distribution shifts and sparse labeling. The framework achieves consistent and substantial gains over existing methods, validating its effectiveness in preserving both structural fidelity and transferable semantics across domains.
๐ Abstract
Domain Adaptation (DA) aims to transfer knowledge from a labeled source domain to an unlabeled or sparsely labeled target domain under domain shifts. Most prior works focus on capturing the inter-domain transferability but largely overlook rich intra-domain structures, which empirically results in even worse discriminability. To tackle this tradeoff, we propose a generalized graph SPectral Alignment framework, SPA++. Its core is briefly condensed as follows: (1)-by casting the DA problem to graph primitives, it composes a coarse graph alignment mechanism with a novel spectral regularizer toward aligning the domain graphs in eigenspaces; (2)-we further develop a fine-grained neighbor-aware propagation mechanism for enhanced discriminability in the target domain; (3)-by incorporating data augmentation and consistency regularization, SPA++ can adapt to complex scenarios including most DA settings and even challenging distribution scenarios. Furthermore, we also provide theoretical analysis to support our method, including the generalization bound of graph-based DA and the role of spectral alignment and smoothing consistency. Extensive experiments on benchmark datasets demonstrate that SPA++ consistently outperforms existing cutting-edge methods, achieving superior robustness and adaptability across various challenging adaptation scenarios.