用多个大模型协作提升无源域适应性能
Collaborative Learning with Multiple Foundation Models for Source-Free Domain Adaptation
- 双大模型协同:结合CLIP与BLIP互补语义能力
- 跨模型对齐+知识迁移,提升目标域适应效果
- 适合做无源域适应的科研与工程人员参考
无源域适应(SFDA)旨在不访问源数据的情况下,将预训练的源模型适配到未标注的目标域。近年来,基础模型(FMs)的发展为利用外部语义知识指导SFDA提供了新可能。但依赖单一FM常因语义覆盖受限而难以捕捉域偏移下的多样化上下文线索。为此,本文提出协同多基础模型适配框架CoMA,联合使用两个具有互补特性的FM(如CLIP与BLIP),以同时捕获全局语义和局部上下文信息。具体而言,采用双向适配机制:(1) 将不同FM与目标模型对齐以实现任务适配,同时保持其语义差异性;(2) 将互补知识从FM传递至目标模型。为保障小批量训练下的稳定性,引入分解互信息(DMI),选择性增强真实依赖关系,抑制因类别覆盖不全引发的虚假依赖。大量实验表明,该方法在Office-31、Office-Home、DomainNet-126和VisDA四个基准上均持续优于现有最先进SFDA方法,在封闭集设置下表现最优,并在部分集与开放集变体中也取得最佳结果。
原文摘要 · Abstract (English)
Source-Free Domain Adaptation (SFDA) aims to adapt a pre-trained source model to an unlabeled target domain without access to source data. Recent advances in Foundation Models (FMs) have introduced new opportunities for leveraging external semantic knowledge to guide SFDA. However, relying on a single FM is often insufficient, as it tends to bias adaptation toward a restricted semantic coverage, failing to capture diverse contextual cues under domain shift. To overcome this limitation, we propose a Collaborative Multi-foundation Adaptation (CoMA) framework that jointly leverages two different FMs (e.g., CLIP and BLIP) with complementary properties to capture both global semantics and local contextual cues. Specifically, we employ a bidirectional adaptation mechanism that (1) aligns different FMs with the target model for task adaptation while maintaining their semantic distinctiveness, and (2) transfers complementary knowledge from the FMs to the target model. To ensure stable adaptation under mini-batch training, we introduce Decomposed Mutual Information (DMI) that selectively enhances true dependencies while suppressing false dependencies arising from incomplete class coverage. Extensive experiments demonstrate that our method consistently outperforms existing state-of-the-art SFDA methods across four benchmarks, including Office-31, Office-Home, DomainNet-126, and VisDA, under the closed-set setting, while also achieving best results on partial-set and open-set variants.
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