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Hyper-Laplacian regularized nonlocal low-rank matrix recovery for hyperspectral image compressive sensing reconstruction

机译:高光谱图像压缩传感重建的超拉普拉斯正则非局部低级矩阵恢复

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摘要

Sparsity prior is a powerful tool for compressive sensing reconstruction (CSR) of hyper-spectral image (HSI). However, conventional HSI-CSR strategies are not tuned to extracting refine spatial and spectral sparsity prior. Moreover, these CSR techniques are weak in preserving edges and suppressing artifacts. To alleviate these issues, this paper represents a first effort to characterize the spatial and spectral knowledge using the structure-based sparsity prior. Specifically, we introduce the nonlocal low-rank matrix recovery model and the hyper-Laplacian prior to encode the spatial and spectral structured sparsity, respectively. The key advantage of the proposed method, termed as hyper-Laplacian regularized nonlocal low-rank matrix recovery (HyNLRMR), is to adopt insightful property, namely the nonlocal self-similarity across the spatial domain and the consistency along the spectral domain. Then, the alternative direction multiplier method (ADMM) is designed to effectively implement the proposed algorithm. Experimental results on various HSI datasets verify that the proposed algorithm can significantly outperform existing state-of-the-art HSI-CSR methods. (C) 2019 Elsevier Inc. All rights reserved.
机译:稀疏事先是一种强大的超光谱图像(HSI)的压缩传感重建(CSR)的强大工具。然而,常规的HSI-CSR策略未在之前调整以提取细化空间和光谱稀疏性。此外,这些CSR技术在保持边缘和抑制伪影中是弱的。为了减轻这些问题,本文代表了使用基于结构的稀疏性表征空间和光谱知识的首要努力。具体地,我们在编码空间和光谱结构稀疏性之前引入非识别低级矩阵恢复模型和超级拉普拉斯。所提出的方法称为Hyper-Laplacian正则化非局部低秩矩阵恢复(Hynlrmr)的关键优势是采用富有识别性的特性,即空间域的非识别自相似性和沿光谱域的一致性。然后,替代方向乘法器方法(ADMM)旨在有效地实现所提出的算法。各种HSI数据集上的实验结果验证了该算法是否可以显着优于现有最先进的HSI-CSR方法。 (c)2019 Elsevier Inc.保留所有权利。

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