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ViT-Calibrator: Decision Stream Calibration for Vision Transformer
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Proposes ViT-Calibrator, a two-stage fine-tuning method (token feedback calibration plus LRP-based class-token dimension distillation) that improves accuracy of pretrained ViT variants on CIFAR-100, ImageNet-1K and ImageNet-Real.
Problem
Vision Transformers are opaque, and improving them usually requires architecture trial and error; the paper asks whether misdirected information flow in the decision stream (token and class-token dimension level) can be diagnosed and calibrated to boost classification.
Approach
Uses attention rollout and LRP relevance to find that foreground tokens and sparse class-token dimensions drive decisions, then adds a feedback module from deep to shallow layers (token stage) and a mask-based self-distillation that suppresses class-irrelevant dimensions (dimension stage), without retraining the backbone.
Key results
- On ImageNet-1K, the combined calibration raises DeiT-T from 72.17% to 74.19% top-1 (+2.02) and ViT-T from 75.45% to 77.19%.
- On CIFAR-100, ViT-T improves from 87.44% to 88.20% and DeiT-T from 84.32% to 85.24% with combined calibration.
- The paper reports that gains shrink for large-parameter models and as the number of attention heads grows, and that the dimension stage yields only small gains on average.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| add token and dimension calibration | Eva-L · CIFAR-100 | accuracy: +0.07 | Helped |
| add token and dimension calibration | Eva-L · ImageNet-1K | accuracy: +0.19 | Helped |
| add token and dimension calibration | Eva-L · ImageNet-Real | accuracy: +0.13 | Helped |
| add token calibration alone (ablation) | Eva-L · CIFAR-100 | accuracy: +0.05 | Helped |
| add dimension calibration alone (ablation) | Eva-L · CIFAR-100 | accuracy: +0.11 | Helped |
| add token calibration alone (ablation) | Eva-L · ImageNet-1K | accuracy: +0.24 | Helped |
| add dimension calibration alone (ablation) | Eva-L · ImageNet-1K | accuracy: +0.05 | Helped |
| add token calibration alone (ablation) | Eva-L · ImageNet-Real | accuracy: +0.16 | Helped |
| add dimension calibration alone (ablation) | Eva-L · ImageNet-Real | accuracy: +0.12 | Helped |
| increase feedback output layer count from 1 to 3 (ablation) | ViT-Calibrator on DeiT-T · ImageNet-1K | Top-1 accuracy: 73.4 -> 73.8 | Helped |
| increase feedback output layer count from 1 to 3 (ablation) | ViT-Calibrator on DeiT-T · ImageNet-1K | Top-5 accuracy: 91.3 -> 91.9 | Helped |
| set feedback target layer to 3 instead of 1 (ablation) | ViT-Calibrator on DeiT-T · ImageNet-1K | Top-1 accuracy: 72.1 -> 73.1 | Helped |
Surprising findings
- Calibrated models often perform lower in practical application, according to the authors, despite dimension calibration yielding large gains in their analysis.
- Setting the feedback target layer to the starting shallow layer lowers accuracy, while deeper targets help.
Limitations
- Gains are limited for large-parameter models and with more attention heads.
- Feedback module adds training and inference overhead.
- Calibrated models sometimes perform lower in practice; category-aware dimension selection needs refinement.
Experimental setup
Datasets: ImageNet-1K CIFAR-100 ImageNet-Real
Benchmarks: CIFAR-100 ImageNet-1K ImageNet-Real
Metrics: top-1 accuracy top-5 accuracy
Baselines: ViT DeiT FlexiViT EVA
Builds on: ViT DeiT attention rollout layer-wise relevance propagation Swin Transformer
Closest papers by meaning
- Channel Vision Transformers: An Image Is Worth 1 x 16 x 16 Words (ICLR 2024 · similarity 0.86)
- A General and Efficient Training for Transformer via Token Expansion (CVPR 2024 · similarity 0.85)
- GradQ-ViT: Robust and Efficient Gradient Quantization for Vision Transformers (AAAI 2025 · similarity 0.85)
- Slicing Vision Transformer for Flexible Inference (NeurIPS 2024 · similarity 0.85)
- GPLQ: A General, Practical, and Lightning QAT Method for Vision Transformers (NeurIPS 2025 · similarity 0.85)
- Bi-ViT: Pushing the Limit of Vision Transformer Quantization (AAAI 2024 · similarity 0.85)
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