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Hyperspectral Unmixing via Low-Rank Representation with Space Consistency Constraint and Spectral Library Pruning

机译:通过具有空间一致性约束和频谱库修剪的低秩表示进行高光谱分解

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Spectral unmixing is a popular technique for hyperspectral data interpretation. It focuses on estimating the abundance of pure spectral signature (called as endmembers) in each observed image signature. However, the identification of the endmembers in the original hyperspectral data becomes a challenge due to the lack of pure pixels in the scenes and the difficulty in estimating the number of endmembers in a given scene. To deal with these problems, the sparsity-based unmixing algorithms, which regard a large standard spectral library as endmembers, have recently been proposed. However, the high mutual coherence of spectral libraries always affects the performance of sparse unmixing. In addition, the hyperspectral image has the special characteristics of space. In this paper, a new unmixing algorithm via low-rank representation (LRR) based on space consistency constraint and spectral library pruning is proposed. The algorithm includes the spatial information on the LRR model by means of the spatial consistency regularizer which is based on the assumption that: it is very likely that two neighbouring pixels have similar fractional abundances for the same endmembers. The pruning strategy is based on the assumption that, if the abundance map of one material does not contain any large values, it is not a real endmember and will be removed from the spectral library. The algorithm not only can better capture the spatial structure of data but also can identify a subset of the spectral library. Thus, the algorithm can achieve a better unmixing result and improve the spectral unmixing accuracy significantly. Experimental results on both simulated and real hyperspectral datasets demonstrate the effectiveness of the proposed algorithm.
机译:光谱分解是用于高光谱数据解释的流行技术。它着重于估计每个观察到的图像签名中纯光谱签名(称为末端成员)的丰度。然而,由于场景中缺乏纯像素以及难以估计给定场景中的末端成员的数量,因此在原始高光谱数据中识别末端成员成为一个挑战。为了解决这些问题,最近提出了一种基于稀疏性的分解算法,该算法将大型标准光谱库作为端成员。但是,谱库的高互相关性始终会影响稀疏分解的性能。另外,高光谱图像具有空间的特殊特征。提出了一种基于空间一致性约束和谱库修剪的低秩表示(LRR)分解算法。该算法通过空间一致性正则化器包括有关LRR模型的空间信息,该假设基于以下假设:对于相同的末端成员,两个相邻像素很可能具有相似的分数丰度。修剪策略基于以下假设:如果一种材料的丰度图不包含任何大值,则它不是真正的端成员,并且将从光谱库中删除。该算法不仅可以更好地捕获数据的空间结构,而且可以识别光谱库的一个子集。这样,该算法可以达到较好的解混效果,并大大提高了光谱的解混精度。在模拟和真实高光谱数据集上的实验结果证明了该算法的有效性。

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