良好的相似补丁图像去噪

Si Lu
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引用次数: 4

摘要

BM3D等基于补丁的去噪算法已经取得了出色的性能。这些方法成功的一个重要思想是利用输入图像中相似斑块的重复来估计底层图像结构。然而,在这些算法中,用于去噪的相似补丁是通过最近邻搜索(NNS)获得的,有时不是最优的。首先,由于噪声的存在,神经网络可以选择与参考patch具有相似噪声模式的相似patch。其次,数字图像中不可靠的噪声像素会给patch搜索过程带来偏差,导致最终去噪结果的色彩保真度下降。我们观察到,给定一组良好的相似斑块,它们的分布不一定以有噪声的参考斑块为中心,可以用高斯分量来近似。在此基础上,我们提出了一种基于高斯混合模型聚类相似候选补丁的补丁搜索方法,并选择包含参考补丁的补丁组作为最终补丁进行去噪。我们还使用了一种不可靠的像素估计算法对输入的噪声图像进行预处理,以进一步提高patch搜索的效率。我们的实验表明,我们的方法可以更好地捕获底层斑块结构,并且可以一致地使最先进的基于斑块的去噪算法,如BM3D, LPCA和PLOW,通过提供我们的方法找到的斑块来更好地去噪图像,而无需修改这些算法。
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Good Similar Patches for Image Denoising
Patch-based denoising algorithms like BM3D have achieved outstanding performance. An important idea for the success of these methods is to exploit the recurrence of similar patches in an input image to estimate the underlying image structures. However, in these algorithms, the similar patches used for denoising are obtained via Nearest Neighbour Search (NNS) and are sometimes not optimal. First, due to the existence of noise, NNS can select similar patches with similar noise patterns to the reference patch. Second, the unreliable noisy pixels in digital images can bring a bias to the patch searching process and result in a loss of color fidelity in the final denoising result. We observe that given a set of good similar patches, their distribution is not necessarily centered at the noisy reference patch and can be approximated by a Gaussian component. Based on this observation, we present a patch searching method that clusters similar patch candidates into patch groups using Gaussian Mixture Model-based clustering, and selects the patch group that contains the reference patch as the final patches for denoising. We also use an unreliable pixel estimation algorithm to pre-process the input noisy images to further improve the patch searching. Our experiments show that our approach can better capture the underlying patch structures and can consistently enable the state-of-the-art patch-based denoising algorithms, such as BM3D, LPCA and PLOW, to better denoise images by providing them with patches found by our approach while without modifying these algorithms.
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