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Discrete Representations Strengthen Vision Transformer Robustness
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Vision Transformer (ViT) is emerging as the state-of-the-art architecture for image recognition. While recent studies suggest that ViTs are more robust than their convolutional counterparts, our experiments find that ViTs trained on ImageNet are overly reliant on local textures and fail to make adequate use of shape information. ViTs thus have difficulties generalizing to out-of-distribution, real-world data. To address this deficiency, we present a simple and effective architecture modification to ViT's input layer by adding discrete tokens produced by a vector-quantized encoder. Different from the standard continuous pixel tokens, discrete tokens are invariant under small perturbations and contain less information individually, which promote ViTs to learn global information that is invariant. Experimental results demonstrate that adding discrete representation on four architecture variants strengthens ViT robustness by up to 12% across seven ImageNet robustness benchmarks while maintaining the performance on ImageNet.
Forward citations
Cited by 5 Pith papers
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Derivations of rational vertex operator algebras are inner
Every derivation of a simple rational CFT-type vertex operator algebra is an inner derivation.
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Derivations of rational vertex operator algebras are inner
Every derivation of a simple rational VOA of CFT type is an inner derivation.
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