基于不可分小波的多尺度稀疏去噪模型

W. Zeng, Long Zhou, Renhong Xu, Biao Li
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引用次数: 1

摘要

在图像去噪问题上,为了避免传统的多尺度稀疏表示方法使用不同大小的块作为基函数来表示图像,采用了不可分小波。它们的优点包括揭示多尺度结构,描绘不同尺度下的纹理结构,并在一定程度上分离不同方向和不同类型的奇点结构。基于不可分小波,建立了小波域的多尺度稀疏去噪模型,并针对含有相似结构的子带设计了协同稀疏模型,提高了稀疏表示的稳定性和准确性。结果表明,该方法的去噪效果明显优于K-SVD算法。
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Multi-scale sparse denoising model based on non-separable wavelet
For the issue of image denoising, in order to avoid the traditional multi-scale sparse representation methods, which used blocks of different sizes as a base function to represent image, the non-separable wavelets were taken. Their advantages included revealing the multi-scale structure, depicting the texture structure under different scales, and separating different directions and different types of singularity structure in a certain extent. Based on non-separable wavelets, a multi-scale sparse denoising model in the wavelet domain was we established, and then a collaboration sparse model for the sub-bands contained similar structures was designed to enhance the stability and accuracy of the sparse representation. The results show that the denoising effect based on new approach is obvious superior to the K-SVD algorithm.
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