M3SR: Multi-Scale Multi-Perceptual Mamba for Efficient Spectral Reconstruction
Yuze Zhang, Lingjie Li, Qiuzhen Lin, Zhong Ming, Fei Yu, Victor C. M. Leung
TL;DR
Problem: Efficiently reconstruct HSIs from RGB images, addressing limited spatial perception and single-scale features. Approach: A multi-scale, multi-perceptual Mamba architecture (M3SR) that embeds a Multi-Perceptual Fusion (MPF) block into a U-Net to fuse global, intermediate, and local features across spatial, frequency, and spectral domains. Contributions: design of the MPF block, integration with a U-Net for multi-scale SR, and comprehensive experiments showing superior accuracy with reduced parameters and FLOPs on NTIRE2022, NTIRE2020-Clean/Realworld, and CAVE. Significance: provides a practical, efficient solution for hyperspectral reconstruction with potential for real-world deployment in environmental, medical, and agricultural imaging.
Abstract
The Mamba architecture has been widely applied to various low-level vision tasks due to its exceptional adaptability and strong performance. Although the Mamba architecture has been adopted for spectral reconstruction, it still faces the following two challenges: (1) Single spatial perception limits the ability to fully understand and analyze hyperspectral images; (2) Single-scale feature extraction struggles to capture the complex structures and fine details present in hyperspectral images. To address these issues, we propose a multi-scale, multi-perceptual Mamba architecture for the spectral reconstruction task, called M3SR. Specifically, we design a multi-perceptual fusion block to enhance the ability of the model to comprehensively understand and analyze the input features. By integrating the multi-perceptual fusion block into a U-Net structure, M3SR can effectively extract and fuse global, intermediate, and local features, thereby enabling accurate reconstruction of hyperspectral images at multiple scales. Extensive quantitative and qualitative experiments demonstrate that the proposed M3SR outperforms existing state-of-the-art methods while incurring a lower computational cost.
