English

When Less Is More: Simplicity Beats Complexity for Physics-Constrained InSAR Phase Unwrapping

Computer Vision and Pattern Recognition 2026-05-05 v1 Artificial Intelligence Machine Learning

Abstract

Operational phase unwrapping is the primary computational bottleneck in InSAR-based volcanic and seismic monitoring. We challenge the industry trend of adopting high-complexity computer vision architectures, such as attention mechanisms, without validating their suitability for physics-constrained geophysical regression. We present the first large-scale architectural ablation study on a global LiCSAR benchmark (20 frames, 39,724 patches, 651M pixels). Our results reveal a significant "complexity penalty": a vanilla U-Net (7.76M parameters) achieves R2=0.834R^2=0.834 and RMSE =1.01= 1.01 cm, outperforming 11.37M-parameter attention-based models by 34% in R2R^2 and 51% in RMSE. Power Spectral Density (PSD) analysis provides the physical justification: while attention excels at capturing sharp semantic edges in natural images, it injects unphysical high-frequency artifacts (>0.3>0.3 cycles/pixel) into geophysical fields, violating the fundamental smoothness constraints of elastic surface deformation. With a 2.92ms inference latency (a 2.5×2.5\times speedup), the vanilla U-Net is the only candidate to comfortably meet the sub-100ms requirement for operational early-warning systems. This work bridges the "publication-to-practice" gap by proving that convolutional locality outperforms modern complexity for smooth-field regression, advocating for physics-informed simplicity in ML4RS. Code available at https://github.com/prabhjotschugh/When-Less-is-More-InSAR-Phase-Unwrapping

Keywords

Cite

@article{arxiv.2605.00896,
  title  = {When Less Is More: Simplicity Beats Complexity for Physics-Constrained InSAR Phase Unwrapping},
  author = {Prabhjot Singh and Manmeet Singh},
  journal= {arXiv preprint arXiv:2605.00896},
  year   = {2026}
}

Comments

9 pages, 5 figures, 2 tables. Oral presentation, ML4RS Workshop @ ICLR 2026

R2 v1 2026-07-01T12:45:39.313Z