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LRA-QViT: Integrating Low-Rank Approximation and Quantization for Robust and Efficient Vision Transformers
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Proposes LRA-QViT, combining a reparameterizable-branch low-rank approximation (RB-LRA with weight reconstruction initialization), block-level feature knowledge distillation, and an LRA-aware quantization (WADS with per-token activation quantization) to compress ViTs for edge/mobile deployment.
Problem
Low-rank approximation of ViT weights loses information and hurts accuracy, and existing LRA work ignores the subsequent quantization, which produces large activation outliers that degrade quantized accuracy.
Approach
A low-rank residual branch initialized from the SVD-discarded submatrices (weight reconstruction) recovers lost information and is reparameterized into the LRA layer at inference; a weight-aware distribution scaling method and per-token activation quantization then mitigate LRA-induced outliers.
Key results
- Swin-B with RB-LRA+KD reduced parameters by 31.8% and GFLOPs by 30.4% with only a 0.03% top-1 accuracy drop on ImageNet (83.44% vs 83.47%).
- With WADS and INT8 quantization, Swin-B reached 82.97% top-1 (60.1 MB), outperforming NaivePTQ (82.14%) and SmoothQuant (82.76%).
- On mobile and edge devices, RB-LRA+WADS achieved 1.9x-3.2x speedup on Android and 1.5x-2.5x on Jetson Xavier.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Replace naive SVD-based LRA with RB-LRA (ablation) | DeiT-B · ImageNet | Top-1 accuracy (%): 78.76 -> 79.93 | Helped |
| Add feature-based KD to RB-LRA (ablation) | DeiT-B · ImageNet | Top-1 accuracy (%): 79.93 -> 81.12 | Helped |
| Add feature-based KD to RB-LRA (ablation) | Swin-T · ImageNet | Top-1 accuracy (%): 80.27 -> 80.49 | Helped |
| Add feature-based KD to RB-LRA (ablation) | Swin-B · ImageNet | Top-1 accuracy (%): 82.88 -> 83.44 | Helped |
| Apply WADS instead of NaivePTQ | RB-LRA-compressed DeiT-B · ImageNet, INT8 | Top-1 accuracy (%): 79.62 -> 80.56 | Helped |
| Apply WADS instead of NaivePTQ | RB-LRA-compressed Swin-B · ImageNet, INT8 | Top-1 accuracy (%): 82.14 -> 82.97 | Helped |
| Initialize the RB-LRA eV branch with WR instead of random initialization (ablation) | Swin-T · ImageNet | Top-1 accuracy (%): 79.54 -> 80.49 | Helped |
| Initialize the RB-LRA eV branch with WR instead of random initialization (ablation) | Swin-B · ImageNet | Top-1 accuracy (%): 82.65 -> 83.44 | Helped |
| Apply RB-LRA to the backbone | Swin-T in Mask-RCNN · COCO validation | AP box: 42.7 -> 42.5 | Hurt |
| Apply RB-LRA to the backbone | ViTPose-B · COCO Keypoint | AP: 75.9 -> 75.0 | Hurt |
| Apply RB-LRA | GPT-2 Medium · Wikitext-103 | PPL: 18.72 -> 19.51 | Hurt |
| Apply RB-LRA | Conformer-L · LibriSpeech test-clean | WER: 5.4 -> 5.6 | Hurt |
Surprising findings
- Random initialization of the low-rank residual branch is not reported to dominate; WR init improves Swin-B from 82.65% to 83.44%, but the authors note per-token quantization is needed because LRA creates token outliers.
Limitations
- Accuracy drops with RB-LRA alone are larger for some models (e.g., DeiT-B 1.92% without KD), and quantization still loses up to 0.56% on DeiT-B.
- Quantization evaluated with static PTQ and only 32 calibration samples; the KD and fine-tuning are only evaluated on ImageNet and a few tasks.
- Latency measured on one Android phone and one Jetson Xavier; LRA-only speedups for the quantized models are compared against FP32 baselines.
Experimental setup
Datasets: ImageNet MSCOCO MSCOCO Keypoint Wikitext-103 LibriSpeech
Benchmarks: ImageNet MSCOCO MSCOCO Keypoint Wikitext-103 LibriSpeech test-clean
Metrics: Top-1 accuracy parameters GFLOPs model size (MB) latency (ms) AP AR perplexity word error rate
Baselines: LRA (naive SVD) PELA AAFM+GFM SmoothQuant Repq-ViT QADS NaivePTQ PTQ4ViT APQ-ViT QDrop I&S-ViT
Builds on: PELA SmoothQuant QADS RepQ-ViT SVD-based low-rank approximation
Closest papers by meaning
- RandLoRA: Full rank parameter-efficient fine-tuning of large models (ICLR 2025 · similarity 0.87)
- GPLQ: A General, Practical, and Lightning QAT Method for Vision Transformers (NeurIPS 2025 · similarity 0.87)
- Bi-ViT: Pushing the Limit of Vision Transformer Quantization (AAAI 2024 · similarity 0.86)
- APHQ-ViT: Post-Training Quantization with Average Perturbation Hessian Based Reconstruction for Vision Transformers (CVPR 2025 · similarity 0.86)
- FIMA-Q: Post-Training Quantization for Vision Transformers by Fisher Information Matrix Approximation (CVPR 2025 · similarity 0.86)
- AIQViT: Architecture-Informed Post-Training Quantization for Vision Transformers (AAAI 2025 · similarity 0.86)
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