Towards domain-invariant Self-Supervised Learning with Batch Styles Standardization
Marin Scalbert, Maria Vakalopoulou, Florent Couzini\'e-Devy

TL;DR
This paper introduces Batch Styles Standardization (BSS), a Fourier-based method that enhances domain-invariant self-supervised learning by standardizing image styles within batches, reducing reliance on domain labels and improving unseen domain generalization.
Contribution
The paper proposes BSS, a simple Fourier-based style standardization technique that integrates with SSL methods to improve domain-invariance without needing domain labels or architectures.
Findings
BSS significantly improves performance on unseen domains in UDG tasks.
BSS can be integrated with various SSL methods without domain-specific modifications.
Experimental results show BSS often outperforms existing UDG methods.
Abstract
In Self-Supervised Learning (SSL), models are typically pretrained, fine-tuned, and evaluated on the same domains. However, they tend to perform poorly when evaluated on unseen domains, a challenge that Unsupervised Domain Generalization (UDG) seeks to address. Current UDG methods rely on domain labels, which are often challenging to collect, and domain-specific architectures that lack scalability when confronted with numerous domains, making the current methodology impractical and rigid. Inspired by contrastive-based UDG methods that mitigate spurious correlations by restricting comparisons to examples from the same domain, we hypothesize that eliminating style variability within a batch could provide a more convenient and flexible way to reduce spurious correlations without requiring domain labels. To verify this hypothesis, we introduce Batch Styles Standardization (BSS), a…
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Taxonomy
TopicsDomain Adaptation and Few-Shot Learning · Cancer-related molecular mechanisms research · Mycobacterium research and diagnosis
Methods*Communicated@Fast*How Do I Communicate to Expedia? · Residual Connection · 1x1 Convolution · Batch Normalization · Kaiming Initialization · Max Pooling · Convolution · Normalized Temperature-scaled Cross Entropy Loss · Average Pooling · LARS
