mlsanityData to 7 Oct 2026

Self-Supervised One-Step Diffusion Refinement for Snapshot Compressive Imaging

arXiv 2409.07417 ↗First posted 11 Sep 2024eess.IV cs.CVcited by 0

Not on the map. Why?

Abstract (arXiv)

Snapshot compressive imaging (SCI) captures multispectral images (MSIs) using a single coded two-dimensional (2-D) measurement, but reconstructing high-fidelity MSIs from these compressed inputs remains a fundamentally ill-posed challenge. While diffusion-based reconstruction methods have recently raised the bar for quality, they face critical limitations: a lack of large-scale MSI training data, adverse domain shifts from RGB-pretrained models, and inference inefficiencies due to multi-step sampling. These drawbacks restrict their practicality in real-world applications. In contrast to existing methods, which either follow costly iterative refinement or adapt subspace-based embeddings for diffusion models (e.g. DiffSCI, PSR-SCI), we introduce a fundamentally different paradigm: a self-supervised One-Step Diffusion (OSD) framework specifically designed for SCI. The key novelty lies in using a single-step diffusion refiner to correct an initial reconstruction, eliminating iterative denoising entirely while preserving generative quality. Moreover, we adopt a self-supervised equivariant learning strategy to train both the predictor and refiner directly from raw 2-D measurements, enabling generalization to unseen domains without the need for ground-truth MSI. To further address the challenge of limited MSI data, we design a band-selection-driven distillation strategy that transfers core generative priors from large-scale RGB datasets, effectively bridging the domain gap. Extensive experiments confirm that our approach sets a new benchmark, yielding PSNR gains of 3.44 dB, 1.61 dB, and 0.28 dB on the Harvard, NTIRE, and ICVL datasets, respectively, while reducing reconstruction time by 97.5%. This remarkable improvement in efficiency and adaptability makes our method a significant advancement in SCI reconstruction, combining both accuracy and practicality for real-world deployment.

Key facts. No citing papers in the map yet (data through 7 Oct 2026). Builds on 14 of its 41 references that are in the map. First posted on arXiv 11 Sep 2024.

Builds on

14 of 41 references.

References · 14

  1. 2020Denoising Diffusion Probabilistic Modelscited by 20,851
  2. 2021Improved Denoising Diffusion Probabilistic Modelscited by 3,736
  3. 2023SinSR: Diffusion-Based Image Super-Resolution in a Single Stepcited by 235
  4. 2021Equivariant Imaging: Learning Beyond the Range Spacecited by 83
  5. 2022HDNet: High-resolution Dual-domain Learning for Spectral Compressive Imagingcited by 66
  6. 2022Degradation-Aware Unfolding Half-Shuffle Transformer for Spectral Compressive Imagingcited by 66
  7. 2024Efficient Diffusion Model for Image Restoration by Residual Shiftingcited by 64
  8. 2021Deep Gaussian Scale Mixture Prior for Spectral Compressive Imagingcited by 58
  9. 2020GAP-net for Snapshot Compressive Imagingcited by 54
  10. 2021Self-supervised Neural Networks for Spectral Snapshot Compressive Imagingcited by 35
  11. 2021HerosNet: Hyperspectral Explicable Reconstruction and Optimal Sampling Deep Network for Snapshot Compressive Imagingcited by 26
  12. 2023Pixel Adaptive Deep Unfolding Transformer for Hyperspectral Image Reconstructioncited by 20
2 more
  1. 2017Hyperspectral Image Classification with Markov Random Fields and a Convolutional Neural Networkcited by 16
  2. 2023DiffSCI: Zero-Shot Snapshot Compressive Imaging via Iterative Spectral Diffusion Modelcited by 6

Built on by

Not cited yet.

Similar, not cited

Close in wording, no citation either way

  1. 2023Latent Diffusion Prior Enhanced Deep Unfolding for Snapshot Spectral Compressive Imaging
  2. 2025Plug-and-play Diffusion Models for Image Compressive Sensing with Data Consistency Projection
  3. 2024Invertible Diffusion Models for Compressed Sensing
  4. 2025OSCAR: One-Step Diffusion Codec Across Multiple Bit-rates
  5. 2025Zero-Shot Solving of Imaging Inverse Problems via Noise-Refined Likelihood Guided Diffusion Models
  6. 2025Diffusion model for gradient preconditioning in hyperspectral imaging inverse problems
  7. 2023DDS2M: Self-Supervised Denoising Diffusion Spatio-Spectral Model for Hyperspectral Image Restoration
  8. 2024Generalized Compressed Sensing for Image Reconstruction with Diffusion Probabilistic Models