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Spatial resolution enhancement of hyperspectral images based on redundant dictionaries

机译:基于冗余字典的高光谱图像空间分辨率增强

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Spatial resolution enhancement of hyperspectral images is one of the key and difficult topics in the field of imaging spectrometry. The redundant dictionary based sparse representation theory is introduced, and a spatial resolution enhancement algorithm is proposed. In this algorithm, a pixel curve instead of a pixel patch is taken as the unit of processing. A pair of low- and high-resolution respective redundant dictionaries are joint trained, with the constraint that a pair of high- and low-resolution corresponded pixel curves can be sparse represented by same coefficients according to the respected dictionaries. In the process of super-resolution restoration, the low-resolution hyperspectral image is first sparse decomposed based on the low-resolution redundant dictionary and then the obtained coefficients are used to reconstruct the corresponding high-resolution image with respect to the high-resolution dictionary. The maximum a posteriori based constrained optimization is performed to further improve the quality of the reconstructed high-frequency information. Experimental results show that the pixel curve based sparse representation is more suitable for a hyperspectral image; the highly spectral correlations are better used for resolution enhancement. In comparison with the traditional bilinear interpolation method and other referenced super-resolution algorithms, the proposed algorithm is superior in both objective and subjective results. (C) The Authors. Published by SPIE under a Creative Commons Attribution 3.0 Unported License.
机译:高光谱图像的空间分辨率增强是成像光谱学领域中的关键和难题之一。介绍了基于冗余字典的稀疏表示理论,提出了一种空间分辨率增强算法。在该算法中,以像素曲线而不是像素块为处理单位。联合训练一对低分辨率和高分辨率各自的冗余字典,其约束是,根据相关字典,可以用相同的系数来稀疏高分辨率和低分辨率对应的一对像素曲线。在超分辨率恢复过程中,首先基于低分辨率冗余字典对低分辨率高光谱图像进行稀疏分解,然后将获得的系数用于重构与高分辨率字典相对应的高分辨率图像。 。进行基于后验最大的约束优化,以进一步提高重构高频信息的质量。实验结果表明,基于像素曲线的稀疏表示更适合于高光谱图像。高光谱相关性可更好地用于分辨率增强。与传统的双线性插值方法和其他参考的超分辨率算法相比,该算法在客观和主观结果上均具有优势。 (C)作者。由SPIE根据Creative Commons Attribution 3.0 Unported License发布。

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