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OTPNet: ODE-inspired Tuning-free Proximal Network for Remote Sensing Image Fusion
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Proposes OTPNet, an unfolded Douglas-Rachford proximal network whose proximal blocks use a fourth-order Runge-Kutta ODE-style update, for tuning-free remote sensing image fusion (pan-sharpening, HSR, MHF).
Problem
Deep learning remote sensing image fusion relies on hand-designed architectures and hyperparameter tuning, with limited interpretability and adaptability.
Approach
Splits fusion into spatial (LR-MS) and spectral (PAN) proximal subproblems solved via Douglas-Rachford splitting, and realizes each proximal operator as a network block based on a fourth-order Runge-Kutta scheme with learnable step-like parameters, avoiding manual tuning.
Key results
- On GaoFen2, OTPNet reaches 49.340 PSNR and 0.992 SSIM for pan-sharpening, the best among the twelve compared methods.
- On WorldView3, OTPNet achieves 39.255 PSNR vs. 38.869 for LAGNet (the strongest baseline in the table), with ERGAS 2.104.
- Ablation: 4th-order RK (RK4) reaches 39.255 PSNR vs. 37.094 for forward Euler (ResNet-style) on WorldView3.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Use Douglas-Rachford splitting instead of GP, ADMM, or HQS (ablation) | OTPNet fusion optimization · WorldView3 | PSNR: 35.833, 38.133, 39.068 -> 39.255 | Helped |
| Use fourth-order Runge-Kutta instead of lower-order numerical schemes (ablation) | OTPNet proximal network · WorldView3 | PSNR: 37.094, 37.297, 38.117, 38.420, 39.050 -> 39.255 | Helped |
| Use tuning-free parameters with fixed architecture (ablation) | OTPNet · WorldView3 | PSNR: 38.859 -> 39.067 | Helped |
| Use tuning-free architecture with fixed parameters (ablation) | OTPNet · WorldView3 | PSNR: 38.859 -> 39.123 | Helped |
| Use tuning-free parameters and tuning-free architecture (ablation) | OTPNet · WorldView3 | PSNR: 38.859 -> 39.255 | Helped |
Limitations
- Evaluated only on remote sensing fusion; generality to other multisource fusion tasks is future work.
- Theoretical error analysis is local truncation error only and does not establish global convergence of the learned network.
- Full hardware and compute details are not stated in the main text.
Experimental setup
Datasets: WorldView-3 GaoFen-2 QuickBird PaviaCentre Botswana4 Chikusei CAVE Harvard NTIRE2020
Benchmarks: WorldView-3 GaoFen-2 QuickBird
Metrics: PSNR SSIM SAM ERGAS
Baselines: Brovey GS IHS SFIM PANNet SRPPNN GPPNN MUCNN MDCUN LAGNet PMACNet PANFormer
Builds on: Douglas-Rachford splitting ResNet Runge-Kutta numerical scheme GPPNN
Closest papers by meaning
- A Selective Re-learning Mechanism for Hyperspectral Fusion Imaging (CVPR 2025 · similarity 0.85)
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- Binarized Neural Network for Multi-spectral Image Fusion (CVPR 2025 · similarity 0.84)
- OTIAS: OcTree Implicit Adaptive Sampling for Multispectral and Hyperspectral Image Fusion (AAAI 2025 · similarity 0.84)
- HetSSNet: Spatial-Spectral Heterogeneous Graph Learning Network for Panchromatic and Multispectral Images Fusion (ICML 2025 · similarity 0.84)
- SSDiff: Spatial-spectral Integrated Diffusion Model for Remote Sensing Pansharpening (NeurIPS 2024 · similarity 0.84)
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