CVLGDec 18, 2024

What Has Been Overlooked in Contrastive Source-Free Domain Adaptation: Leveraging Source-Informed Latent Augmentation within Neighborhood Context

arXiv:2412.14301v18 citationsh-index: 18Trans. Mach. Learn. Res.
Originality Incremental advance
AI Analysis

This work addresses domain adaptation for scenarios with privacy concerns and distribution shifts, offering an incremental improvement over existing SFDA methods.

The paper tackles the challenge of source-free domain adaptation (SFDA) by introducing a latent augmentation method that uses source-informed neighborhood dispersion to improve positive keys in contrastive learning, achieving state-of-the-art performance on benchmark datasets.

Source-free domain adaptation (SFDA) involves adapting a model originally trained using a labeled dataset ({\em source domain}) to perform effectively on an unlabeled dataset ({\em target domain}) without relying on any source data during adaptation. This adaptation is especially crucial when significant disparities in data distributions exist between the two domains and when there are privacy concerns regarding the source model's training data. The absence of access to source data during adaptation makes it challenging to analytically estimate the domain gap. To tackle this issue, various techniques have been proposed, such as unsupervised clustering, contrastive learning, and continual learning. In this paper, we first conduct an extensive theoretical analysis of SFDA based on contrastive learning, primarily because it has demonstrated superior performance compared to other techniques. Motivated by the obtained insights, we then introduce a straightforward yet highly effective latent augmentation method tailored for contrastive SFDA. This augmentation method leverages the dispersion of latent features within the neighborhood of the query sample, guided by the source pre-trained model, to enhance the informativeness of positive keys. Our approach, based on a single InfoNCE-based contrastive loss, outperforms state-of-the-art SFDA methods on widely recognized benchmark datasets.

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