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NeRSP: Neural 3D Reconstruction for Reflective Objects with Sparse Polarized Images
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Proposes NeRSP, a neural SDF-based 3D reconstruction method that fuses photometric (Stokes/pBRDF) and geometric (multiview AoP azimuth) polarization cues to reconstruct reflective objects from as few as 6 views, and releases the RMVP3D real dataset.
Problem
Multiview 3D reconstruction of reflective (specular) surfaces from sparse input views, where view-dependent reflectance breaks photometric consistency and sparse views lack correspondences.
Approach
Jointly optimizes an implicit SDF surface using a polarimetric photometric loss (rendered vs. observed Stokes vectors via pBRDF) and a multiview azimuth geometric loss (linear constraint from AoP maps across views), so the two cues together narrow the shape solution space under sparse views.
Key results
- On synthetic SMVP3D with 6 views, NeRSP achieves the lowest Chamfer distance on all 5 objects (e.g., HEDGEHOG 3.43 vs. 5.37 for MVAS).
- On real RMVP3D, NeRSP reports average Chamfer distance 6.13 vs. 7.48 for NeRO and 7.86 for MVAS.
- Surface normal mean angular error is lowest on average on synthetic data (e.g., DRAGON 18.03 vs. 24.29 for MVAS).
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| add the photometric loss Lp (ablation) | NeRSP · SMVP3D DRAGON | Chamfer distance: 5.17 -> 4.77 | Helped |
| add the geometric loss Lg (ablation) | NeRSP · SMVP3D DRAGON | Chamfer distance: 6.09 -> 4.77 | Helped |
| add the photometric loss Lp (ablation) | NeRSP · SMVP3D DRAGON | MAE: 17.49 -> 14.57 | Helped |
| add the geometric loss Lg (ablation) | NeRSP · SMVP3D DRAGON | MAE: 23.78 -> 14.57 | Helped |
Surprising findings
- MVAS has the second-smallest Chamfer distance on some objects yet over 20 degrees mean angular error, indicating smooth shapes despite low geometric error.
Limitations
- Inter-reflections and polarized environment lighting are not modeled.
- Shape-radiance ambiguity remains under very sparse views for some objects.
- Real-data ground truth alignment relies on PANDORA estimate plus ICP.
Experimental setup
Datasets: SMVP3D RMVP3D PANDORA dataset
Benchmarks: SMVP3D RMVP3D PANDORA dataset
Metrics: Chamfer distance mean angular error
Baselines: NeRO S-VolSDF MVAS PANDORA
Builds on: NeuS Ref-NeRF PANDORA MVAS pBRDF
Closest papers by meaning
- GNeRP: Gaussian-guided Neural Reconstruction of Reflective Objects with Noisy Polarization Priors (ICLR 2024 · similarity 0.91)
- High-Fidelity Polarimetric Implicit 3D Reconstruction with View-Dependent Physical Representation (AAAI 2025 · similarity 0.88)
- UniSDF: Unifying Neural Representations for High-Fidelity 3D Reconstruction of Complex Scenes with Reflections (NeurIPS 2024 · similarity 0.88)
- NeuSurf: On-Surface Priors for Neural Surface Reconstruction from Sparse Input Views (AAAI 2024 · similarity 0.88)
- Normal-NeRF: Ambiguity-Robust Normal Estimation for Highly Reflective Scenes (AAAI 2025 · similarity 0.87)
- SC-NeuS: Consistent Neural Surface Reconstruction from Sparse and Noisy Views (AAAI 2024 · similarity 0.87)
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