Blind source separation of hyperspectral images in DCT-domain

E. Karray, Med Anis Loghmari, M. Naceur
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引用次数: 6

Abstract

In this paper, we consider the problem of blind image separation by taking advantage of the sparse representation of the study images in the DCT-domain. Blind source separation (BSS) is an important field of research in signal and image processing. The BSS problem has been considered either directly in the original domain of observations or in a transform domain. The idea behind transform domains is that usually an invertible linear transform restructures the signal/image values to give transform coefficients more easily to separate. This paper describes a new method for blind source separation. The latter takes advantage of the sparse representation of structured data in large overcomplete dictionaries to separate independent features. Furthermore, DCT exhibits excellent energy compaction for highly correlated images such as hyperspectral images, which permits to reduce significantly the complexity of the separation. For this purpose, we will exploit the redundancy of neighboring pixels and the correlation of adjacent bands by a new source separation approach based jointly on the Blind Source Separation (BSS) and Discrete Cosine Transform (DCT). In this work, we differentiate from the previous works by using a second order source separation criterion in the frequency domain. The extracted independent components may lead to a meaningful data representation which permits to extract information at a finer level of precision. This approach is of utmost importance in the classification process and should minimize the misclassification risk of hyperspectral images.
dct域高光谱图像的盲源分离
在本文中,我们利用研究图像在dct域中的稀疏表示来考虑图像的盲分离问题。盲源分离(BSS)是信号与图像处理中的一个重要研究领域。BSS问题要么直接在原始观测域中考虑,要么在变换域中考虑。变换域背后的思想是,通常可逆线性变换重构信号/图像值,使变换系数更容易分离。本文提出了一种新的盲源分离方法。后者利用大型过完备字典中结构化数据的稀疏表示来分离独立的特征。此外,DCT对高相关图像(如高光谱图像)表现出优异的能量压缩,这可以显着降低分离的复杂性。为此,我们将采用一种新的基于盲源分离(BSS)和离散余弦变换(DCT)的源分离方法,利用相邻像素的冗余和相邻频带的相关性。在这项工作中,我们通过在频域使用二阶源分离准则来区别于以前的工作。提取的独立组件可能导致有意义的数据表示,从而允许以更高的精度提取信息。这种方法在分类过程中至关重要,可以最大限度地降低高光谱图像的误分类风险。
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