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Optical Diffusion Models for Image Generation
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Proposes an Optical Denoising Unit: passive, phase-modulated diffractive layers implement DDPM noise prediction optically, trained with an online digital-twin algorithm, reaching FID ~131-227 on MNIST, Fashion-MNIST and Quick, Draw! at 20x20.
Problem
Diffusion model sampling requires many repeated neural network evaluations, causing high latency and energy consumption on GPUs; the paper asks whether passive optical wave propagation can perform the denoising steps.
Approach
Implement each DDPM denoising step as free-space light propagation through a fixed, passive, phase-only spatial light modulator stack, with time handled by training separate modulation-layer sets for timestep subsets (removing time embeddings), and train the layers with an online learning scheme that refines a differentiable digital twin of the experiment during training.
Key results
- Final T=1000 outputs have FID 206.6 (MNIST), 227.7 (Fashion-MNIST) and 131.4 (Quick, Draw!) for 20x20 images.
- Optical diffusion outperforms fully connected and U-Net digital denoisers across output resolutions, with ODU at 0.23 J/image versus 1.74 J (fully connected) and 5.37 J (U-Net) on an L4 GPU.
- Generation performance follows a power-law with parameter count, with fitted exponent -0.15 close to the -0.16 reported for large digital image models.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Use ODU instead of the Fully Connected denoiser | Image generation on MNIST digits · MNIST digits | Energy/image [J]: 1.74 -> 0.23 | Helped |
| Use ODU instead of the Convolutional U-Net denoiser | Image generation on MNIST digits · MNIST digits | Energy/image [J]: 5.37 -> 0.23 | Helped |
| Use ODU instead of the Convolutional U-Net denoiser | Image generation on MNIST digits · MNIST digits | Images/s: 13.9 -> 23.0 | Helped |
| Increase the number of modulation-layer/timestep sets up to M=10 (ablation) | ODU · Image generation | generation quality | Helped |
| Increase the number of modulation-layer/timestep sets beyond M=10 (ablation) | ODU · Image generation | generation quality | Hurt |
| Increase layer resolution and layer count (ablation) | ODU · Image generation | generation quality | Helped |
| Use one modulation layer rather than multiple modulation layers (ablation) | ODU · Image generation | FID | Hurt |
| Refine the digital twin online during training | ODU experimental training · Misaligned optical experiment | MSE | Helped |
| Use experimental error backpropagation without digital-twin refinement (ablation) | ODU experimental training · Misaligned optical experiment | MSE | No clear effect |
Surprising findings
- A single modulation layer (no multi-layer benefit) is the outlier in the scaling trend.
- Backpropagating the experimental loss directly without a digital twin does not significantly decrease MSE.
Limitations
- Image resolution limited to 20x20 in main experiments; generation quality (FID > 130) is modest.
- Energy and speed advantages depend on optoelectronic input/output devices; the laboratory prototype is not optimized.
- Experimental discrepancies require the online digital-twin procedure; direct experimental backprop does not converge well.
Experimental setup
Datasets: MNIST Fashion-MNIST Quick, Draw! AFHQ
Benchmarks: MNIST Fashion-MNIST Quick, Draw! AFHQ cat
Metrics: FID Inception Score KID MSE
Baselines: fully connected denoising network convolutional U-Net denoiser offline training experimental error backpropagation
Builds on: DDPM Fresnel diffraction Split-step Fourier propagation
Closest papers by meaning
- Dual-Rate Diffusion: Accelerating diffusion models with an interleaved heavy-light network (NeurIPS 2026 · similarity 0.87)
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- Diffusion Models Without Attention (CVPR 2024 · similarity 0.86)
- Plug-and-Play Diffusion Distillation (CVPR 2024 · similarity 0.86)
- LENS: Low-Frequency Eigen Noise Shaping for Efficient Diffusion Sampling (NeurIPS 2026 · similarity 0.86)
- Reducing Spatial Fitting Error in Distillation of Denoising Diffusion Models (AAAI 2024 · similarity 0.86)
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