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arXiv 2205.12158eess.IVcs.LGmath.OC

D$^\ ext{2}$UF:用于压缩光谱图像融合的深度编码孔径设计与展开算法

D$^\text{2}$UF: Deep Coded Aperture Design and Unrolling Algorithm for Compressive Spectral Image Fusion

Universidad Industrial de Santander(桑坦德工业大学)

Roman Jacome, Jorge Bacca, Henry Arguello

AI总结:

提出D2UF方法,通过端到端联合优化CASSI与MCFA系统的编码孔径及基于ADMM的展开重建网络,解决了压缩光谱图像融合中的空间与光谱分辨率权衡问题。

摘要:

压缩光谱成像(CSI)引起了广泛关注,因为它采用合成孔径对空间和光谱信息进行编码,仅感知3D光谱图像的2D投影。然而,由于技术限制,这些光学架构在重建图像的空间和光谱分辨率之间存在权衡。为了克服这一问题,压缩光谱图像融合(CSIF)利用两种不同分辨率的CSI架构的投影测量值来估计高空间和高光谱分辨率。本工作提出了一种低空间高光谱分辨率的编码孔径快照光谱成像仪(CASSI)架构与高空间低光谱分辨率的多光谱彩色滤光阵列(MCFA)系统压缩测量的融合。与以往的CSIF工作不同,本文提出以端到端(E2E)方式联合优化感知架构和重建网络。可训练的光学参数是CASSI中的编码孔径(CA)和MCFA系统中的彩色编码孔径,采用sigmoid激活函数和正则化函数以在可训练变量上鼓励二值化,从而满足实现需求。此外,受交替方向乘子法(ADMM)优化启发,构建了一种基于展开的网络,以共同解决重建步骤和采集系统设计问题。最后,在每个展开层末端采用空间-光谱启发的损失函数,以提高展开网络的收敛性。所提方法优于先前的CSIF方法,实验结果通过真实测量验证了该方法。

英文摘要:

Compressive spectral imaging (CSI) has attracted significant attention since it employs synthetic apertures to codify spatial and spectral information, sensing only 2D projections of the 3D spectral image. However, these optical architectures suffer from a trade-off between the spatial and spectral resolution of the reconstructed image due to technology limitations. To overcome this issue, compressive spectral image fusion (CSIF) employs the projected measurements of two CSI architectures with different resolutions to estimate a high-spatial high-spectral resolution. This work presents the fusion of the compressive measurements of a low-spatial high-spectral resolution coded aperture snapshot spectral imager (CASSI) architecture and a high-spatial low-spectral resolution multispectral color filter array (MCFA) system. Unlike previous CSIF works, this paper proposes joint optimization of the sensing architectures and a reconstruction network in an end-to-end (E2E) manner. The trainable optical parameters are the coded aperture (CA) in the CASSI and the colored coded aperture in the MCFA system, employing a sigmoid activation function and regularization function to encourage binary values on the trainable variables for an implementation purpose. Additionally, an unrolling-based network inspired by the alternating direction method of multipliers (ADMM) optimization is formulated to address the reconstruction step and the acquisition systems design jointly. Finally, a spatial-spectral inspired loss function is employed at the end of each unrolling layer to increase the convergence of the unrolling network. The proposed method outperforms previous CSIF methods, and experimental results validate the method with real measurements.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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