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Physics-Informed Generative Modeling of Wireless Channels
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Physics-informed generative models for wireless channels that learn site-specific distributions of sparse physical channel parameters from compressed, noisy AP observations, using prescribed SBGM (CSVAE/CSGMM) and an implicit AmbientGAN variant.
Problem
Learning site-specific wireless channel distributions from compressed, noisy observations without high-quality ground-truth training data, while ensuring generalizability across system configurations and physical interpretability.
Approach
Combine the compressibility of wireless channels in a physically interpretable dictionary (delay/Doppler/angle grids) with sparse Bayesian generative modeling (CSVAE and CSGMM), so the model learns a distribution over sparse path-gain vectors from compressed observations; the zero-mean diagonal-covariance structure matches the Toeplitz structure of physical channel moments.
Key results
- On the modified 3GPP SIMO setup, CSVAE best matches the ground-truth power angular profile and CSGMM closely matches the angular spread histogram, while AmbientGAN significantly overestimates angular spread.
- On QuaDRiGa 5G-Urban, CSVAE and CSGMM achieve the best autoencoder-reconstruction nMSE and cosine similarity; CSGMM approaches ground-truth performance even for small N_t.
- On 5G-Rural with increasing Doppler/delay bounds, AmbientGAN for h degrades significantly while CSGMM and CSVAE maintain strong performance; M-SBL performs worst.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| use prescribed SBGM (CSVAE or CSGMM) instead of implicit AmbientGAN for channel generation | Physics-informed channel generation · 5G-Urban | nMSE | Helped |
| use prescribed SBGM (CSVAE or CSGMM) instead of implicit AmbientGAN for channel generation | Physics-informed channel generation · 5G-Rural | nMSE | Helped |
| generate channels with AmbientGAN for h rather than the other evaluated methods | Channel generation · 5G-Urban | nMSE | Hurt |
| increase the number of training samples (ablation) | AmbientGAN for s · 5G-Urban | nMSE | Helped |
| increase the maximum Doppler and delay bounds beyond those needed to cover the ground truth (ablation) | AmbientGAN for s · 5G-Rural | nMSE | Hurt |
| increase the maximum Doppler and delay bounds (ablation) | CSGMM and CSVAE · 5G-Rural | nMSE | No clear effect |
| fit one Gaussian component instead of a multi-component CSGMM | CSGMM · Modified 3GPP SIMO | angular spread | Hurt |
| use CSVAE instead of CSGMM or M-SBL | Parameter generation · Modified 3GPP SIMO | power angular profile | Helped |
| use AmbientGAN instead of CSVAE or CSGMM | Parameter generation · Modified 3GPP SIMO | angular spread | Hurt |
| use M-SBL, which fits a single Gaussian to the sparse representation | Parameter generation · Modified 3GPP SIMO | angular spread | Hurt |
| increase the maximum Doppler and delay bounds (ablation) | Physics-informed generative models · 5G-Rural | nMSE | Mixed |
Surprising findings
- AmbientGAN trained to output channels h performs significantly worse than all other methods on 5G-Urban.
- M-SBL, a single-component Gaussian fit, performs consistently well on 5G-Urban, suggesting the true sparse-parameter distribution there is close to Gaussian.
Limitations
- Cannot model non-stationary channel generation (WSSUS / far-field assumption).
- Off-grid mismatch due to discretization of the parameter space.
- OFDM pilot patterns: regular pilot patterns degrade compressed-sensing-based training.
Experimental setup
Datasets: modified 3GPP spatial channel model QuaDRiGa 5G-Urban QuaDRiGa 5G-Rural DeepMIMO
Benchmarks: modified 3GPP SIMO QuaDRiGa 5G-Urban QuaDRiGa 5G-Rural DeepMIMO
Metrics: power angular profile channel-wise angular spread nMSE cosine similarity
Baselines: AmbientGAN (for s) AmbientGAN (for h) M-SBL ground-truth QuaDRiGa channels
Builds on: sparse Bayesian learning AmbientGAN variational autoencoder Wasserstein GAN with gradient penalty compressive sensing generative priors (SBGM)
Closest papers by meaning
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- Modeling Sparse Deviations for Compressed Sensing using Generative Models (ICML 2018 · similarity 0.84)
- NeWRF: A Deep Learning Framework for Wireless Radiation Field Reconstruction and Channel Prediction (ICML 2024 · similarity 0.82)
- Sparse Gaussian Processes: Structured Approximations and Power-EP Revisited (NeurIPS 2025 · similarity 0.82)
- Physics Unrolled Neural Operator for Wireless Field Modeling (NeurIPS 2026 · similarity 0.81)
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