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An Image-Noise Estimation Approach Using Singular Value Decomposition

机译:基于奇异值分解的图像噪声估计方法

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This paper proposes a simple and accurate estimation of the additive white Gaussian noise for the noise-contaminated digital images. One can easily estimate the noise level through singular value decomposition (SVD) to the noise-polluted image if an image is deteriorated by the additive white Gaussian noise. As described in the paper, the sum of some specific singular values has the linear relationship with the standard deviation of noise. Based on no correlation between noises, we add known noises upon a noise image. Then noise level is estimated by solving a nonlinear over-determined matrix equation. The proposed algorithm was experimentally tested by the benchmark images and outperforms estimation method of selecting weak textured patches using principal component analysis (PCA). The proposed method is more independent on the original image information and presents a higher accuracy and a stronger robustness for a range of noise level in various images.
机译:本文提出了一种简单而又准确的估计受噪声污染的数字图像的加性高斯白噪声的方法。如果图像因加性高斯白噪声而恶化,则可以通过奇异值分解(SVD)对噪声污染的图像进行估计,从而轻松地估计噪声水平。如本文所述,某些特定奇异值的总和与噪声的标准偏差具有线性关系。基于噪声之间没有相关性,我们将已知噪声添加到噪声图像上。然后,通过求解非线性超定矩阵方程来估算噪声水平。提出的算法通过基准图像进行了实验测试,并优于使用主成分分析(PCA)选择弱纹理斑块的估计方法。所提出的方法更不依赖于原始图像信息,并且对于各种图像中的一定范围的噪声水平呈现出更高的准确性和更强的鲁棒性。

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