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Research on MR-SVD Based Visual and Infrared Image Fusion

机译:基于MR-SVD的视觉与红外图像融合研究

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摘要

Transform domain based visual and infrared image fusion method is an important research direction. All kinds of natural images could not be expressed effectively by wavelet transform with only one kind of wavelet basis functions due to the high redundancies of its linear and curve singularity expression. Multi-resolution singular value decomposition (MR-SVD) computed the transformation matrix from the original image. With the computed transformation matrix, the original image is decomposed to unrelated "smooth" and the "detail" components. On each layer of the smooth components, the singular value decomposition (SVD) is used to replace the wavelet filter, realizing the multi-level decomposition. A novel visual and infrared image fusion algorithm is presented because of the better sparsity and adaptability of multi-resolution singular value decomposition (MR-SVD), which could resolve the difficult problem of wavelet function basis selection for different kind of visual and infrared images. The same transformation matrixes computed from original visual or infrared imageare used to decompose the original images with MR-SVD, which could reduce the blurring problem of fusion image got by the average transformation matrixes. Then, Cycle Spinning is employed to remove the artifacts in the fusion image, experimental results according to both the subjective and objective criteria, including the average, standard deviation and average MI, indicate that the proposed method could get better fusion results compared to methods like wavelet transform.
机译:基于变换域的视觉和红外图像融合方法是重要的研究方向。仅凭一种小波基函数,由于其线性和曲线奇异性表示的高度冗余,无法通过小波变换有效地表达各种自然图像。多分辨率奇异值分解(MR-SVD)从原始图像计算出变换矩阵。利用计算出的变换矩阵,原始图像被分解为不相关的“平滑”和“细节”分量。在光滑分量的每一层上,使用奇异值分解(SVD)代替小波滤波器,实现了多级分解。由于多分辨率奇异值分解(MR-SVD)具有更好的稀疏性和适应性,提出了一种新颖的视觉和红外图像融合算法,可以解决不同种类的视觉和红外图像的小波函数基选择问题。利用原始视觉图像或红外图像计算出的相同变换矩阵,用MR-SVD分解原始图像,可以减少平均变换矩阵得到的融合图像的模糊问题。然后,采用Cycle Spinning去除融合图像中的伪像,根据主观和客观标准(包括平均值,标准偏差和平均MI)的实验结果表明,与类似方法相比,该方法可以获得更好的融合结果。小波变换。

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