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Physics Unrolled Neural Operator for Wireless Field Modeling

NeurIPS 2026 · Image generation › Image restoration · approach: Diffusion priors for denoising and deblurring · 0 citations (OpenAlex)

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Proposes PU-HNO, a three-stage physics-unrolled neural operator that refines low-fidelity ray-traced radio maps into high-fidelity predictions, trained only on noisy intermediate-fidelity labels, with a zero-shot denoising theorem.

Problem

Predicting high-fidelity indoor radio maps (RSS) from cheap low-fidelity ray tracing when available training labels are intermediate-fidelity Monte Carlo ray-tracing outputs with residual noise and no high-fidelity labels.

Approach

A cascade of three residual neural operators, each targeting one propagation mechanism (specular reflection, diffraction, scattering), with stage-wise supervision, geometry-conditioned operators, an adaptive residual gate, and wireless-aware losses (confidence-weighted Huber, Sobolev gradient, transport-feature alignment); theoretically, conditionally unbiased label noise lets the model outperform

Key results

Surprising findings

Limitations

Experimental setup

Datasets: Procedural indoor RSS dataset generated with Sionna RT (LF 10^4 rays, IF-GT 10^6 rays, HF-GT 10^8 rays)

Benchmarks: PU-HNO Procedural Indoor RSS Dataset

Metrics: Outage F1 Fading Ratio Tail Error (5%) MCESE RMSE MAE SSIM LPIPS throughput (access-point placement)

Baselines: CNN U-Net ResNet ViT NeRF^2 RadioUNet GeneRT WiGATr FNO TFNO UNO SFNO

Builds on: Fourier neural operator wavelet neural operator U-Net RadioUNet Sionna RT

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