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A pixel-level entropy-weighted image fusion algorithm based on bidimensional ensemble empirical mode decomposition

机译:基于二维整体经验模式分解的像素级熵权图像融合算法

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The bidimensional empirical mode decomposition algorithm is more suitable to handle image fusion than the traditional multi-scale decomposition methods in the image fusion area. Nevertheless, there are several inherent problems of empirical mode decomposition, such as the mode mixing problem or end effects problem. As an improved empirical mode decomposition method, the ensemble empirical mode decomposition improves the empirical mode decomposition, by averaging the modes of all noise-added signals, in order to improve the mode mixing problem. In this article, an adaptive image fusion algorithm based on the representation of bidimensional ensemble empirical mode decomposition is proposed. This novel algorithm decomposes the source image by the bidimensional ensemble empirical mode decomposition algorithm, and a pixel-level weighting fusion method is then presented based on the entropy of intrinsic mode function; the fusion image can thus be obtained by inversing bidimensional ensemble empirical mode decomposition on the composite representation. Based on the quantitative comparison results, the proposed algorithm provides fusion performance to the Laplacian pyramid and wavelet transform methods. In addition, the proposed algorithm has adaptive capabilities and does not need any predetermined filters or wavelet functions.
机译:二维经验模式分解算法比图像融合领域中的传统多尺度分解方法更适合处理图像融合。但是,经验模态分解存在一些固有的问题,例如模式混合问题或最终效应问题。作为一种改进的经验模态分解方法,集成的经验模态分解通过平均所有加噪信号的模态来改进经验模态分解,从而改善了模态混合问题。本文提出了一种基于二维整体经验模式分解表示的自适应图像融合算法。该算法通过二维整体经验模态分解算法对源图像进行分解,然后基于内在模态函数的熵提出像素级加权融合方法。因此,可以通过对合成表示进行二维整体经验模式分解来获得融合图像。基于定量比较结果,该算法为拉普拉斯金字塔和小波变换方法提供了融合性能。另外,所提出的算法具有自适应能力,并且不需要任何预定的滤波器或小波函数。

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