PolMERLIN: Self-Supervised Polarimetric Complex SAR Image Despeckling with Masked Networks
Shunya Kato, Masaki Saito, Katsuhiko Ishiguro, Sol Cummings
TL;DR
PolMERLIN tackles the challenge of despeckling multi-polarization complex SAR imagery without ground-truth by extending a self-supervised framework to utilize cross-polarization correlations. It introduces channel masking and spatial masking to form a Noise2Noise-based objective, and implements them within a U-Net despeckling network to recover masked real/imaginary components across HH and VV channels. The method is validated on synthetic gamma-speckle data and real TerraSAR-X dual-polarization imagery, showing superior PSNR/SSIM and ENL gains over MERLIN and supervised baselines, with spatial masking providing additional improvements. This work enhances despeckling performance for modern multi-polarization SAR systems, facilitating better downstream analysis while avoiding reliance on ground-truth clean images.
Abstract
Despeckling is a crucial noise reduction task in improving the quality of synthetic aperture radar (SAR) images. Directly obtaining noise-free SAR images is a challenging task that has hindered the development of accurate despeckling algorithms. The advent of deep learning has facilitated the study of denoising models that learn from only noisy SAR images. However, existing methods deal solely with single-polarization images and cannot handle the multi-polarization images captured by modern satellites. In this work, we present an extension of the existing model for generating single-polarization SAR images to handle multi-polarization SAR images. Specifically, we propose a novel self-supervised despeckling approach called channel masking, which exploits the relationship between polarizations. Additionally, we utilize a spatial masking method that addresses pixel-to-pixel correlations to further enhance the performance of our approach. By effectively incorporating multiple polarization information, our method surpasses current state-of-the-art methods in quantitative evaluation in both synthetic and real-world scenarios.
