Research map / Image generation / Super-resolution
DORNet: A Degradation Oriented and Regularized Network for Blind Depth Super-Resolution
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Proposes DORNet, a blind RGB-guided depth super-resolution network that learns implicit, label-free degradation representations via routing-based degradation regularization and fuses RGB via degradation-oriented feature transformation.
Problem
Depth super-resolution under unknown, real-world depth degradation (sensor limits, low-reflectance surfaces, illumination), where methods assuming fixed bicubic degradation degrade sharply.
Approach
Self-supervised degradation learning: a router selects multi-scale degradation kernel generators that re-degrade the predicted HR depth to match the LR depth (plus contrastive loss), and the learned degradation representation steers deformable-conv RGB feature selection (DOFT) for RGB-D fusion.
Key results
- On real-world RGB-D-D, DORNet reaches 3.68 cm RMSE versus 4.08 cm for SFG (noise-free setting in Table 2 variant), with 3.05M parameters.
- On TOFDSR, DORNet lowers RMSE by 0.12 cm relative to SGNet (4.33 to 4.21 cm in Table 1).
- On NYU-v2 x4, DORNet-T (0.46M) beats DCTNet by 16% RMSE; DORNet uses 91% fewer parameters than SGNet with 8% higher RMSE.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Use DORNet instead of SFG | Real-world depth super-resolution · RGB-D-D | RMSE (cm): 3.88 -> 3.42 | Helped |
| Use DORNet instead of SGNet | Real-world depth super-resolution · TOFDSR | RMSE (cm): 4.33 -> 4.21 | Helped |
| Use DORNet instead of SFG | Noisy depth super-resolution · RGB-D-D, w/ Noisy | RMSE (cm): 4.08 -> 3.68 | Helped |
| Use DORNet instead of DCTNet | Noisy depth super-resolution · TOFDSR, w/ Noisy | RMSE (cm): 5.46 -> 4.47 | Helped |
| Use DORNet instead of the strongest baseline | Synthetic depth super-resolution · NYU-v2 ×4, ×8, and ×16 | RMSE | Hurt |
| Add degradation learning (DL) to the baseline (ablation) | DORNet · RGB-D-D | RMSE | Helped |
| Add degradation regularization (DR) to degradation learning (ablation) | DORNet · RGB-D-D | RMSE: 0.82cm (w/o Noisy); 0.83cm (w/ Noisy) | Helped |
| Replace DORNet degradation learning and regularization with DASR (ablation) | DORNet · RGB-D-D, w/ Noisy | RMSE (cm): 3.69 -> 4.06 | Hurt |
| Replace DORNet degradation learning and regularization with KDSR (ablation) | DORNet · RGB-D-D, w/ Noisy | RMSE (cm): 3.69 -> 3.86 | Hurt |
| Add degradation loss Ldeg (ablation) | DORNet with reconstruction loss · RGB-D-D | RMSE | Helped |
| Add contrastive loss Lcont (ablation) | DORNet with reconstruction loss · RGB-D-D | RMSE | Helped |
| Add both Ldeg and Lcont (ablation) | DORNet with reconstruction loss · RGB-D-D | RMSE: 0.20cm (w/o Noisy); 0.27cm (w/ Noisy) | Helped |
Surprising findings
- On synthetic NYU-v2 x16, DORNet is slightly worse than SGNet and several others in RMSE (5.60 vs 4.77), indicating limited gains at large scales.
Limitations
- Gains on synthetic NYU-v2 at large upsampling factors (x16) are not consistent with the best baselines.
- Degradation learning is evaluated mainly on a single real dataset captured with one ToF sensor (Huawei P30 Pro).
Experimental setup
Datasets: RGB-D-D TOFDSR NYU-v2
Benchmarks: RGB-D-D TOFDSR NYU-v2
Metrics: RMSE (cm) parameters (M)
Baselines: DJF DJFR CUNet DKN FDKN FDSR DCTNet SUFT SSDNet SFG SGNet GraphSR
Builds on: DKN FDSR DASR KDSR VGG19
Closest papers by meaning
- DegBins: Degradation-Driven Binning for Depth Super-Resolution (NeurIPS 2026 · similarity 0.90)
- Unsupervised Degradation Representation Aware Transform for Real-World Blind Image Super-Resolution (AAAI 2025 · similarity 0.89)
- SGNet: Structure Guided Network via Gradient-Frequency Awareness for Depth Map Super-resolution (AAAI 2024 · similarity 0.86)
- Unsupervised Diffusion-Based Degradation Modeling for Real-World Super-Resolution (AAAI 2025 · similarity 0.86)
- Low-Res Leads the Way: Improving Generalization for Super-Resolution by Self-Supervised Learning (CVPR 2024 · similarity 0.86)
- Navigating Beyond Dropout: An Intriguing Solution towards Generalizable Image Super Resolution (CVPR 2024 · similarity 0.86)
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