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arXiv 2203.00570eess.IVcs.CV

图像去噪的无监督非局部方法的统一视角:NL-Ridge 方法

Towards a unified view of unsupervised non-local methods for image denoising: the NL-Ridge approach

Inria Centre Rennes - Bretagne Atlantique(法国国家信息与自动化研究所雷恩-布列塔尼大西洋中心);CNRS Institut Curie(法国国家科学研究中心居里研究所);PSL Research University(巴黎文理研究大学);Sorbonne Université(索邦大学)

Sébastien Herbreteau, Charles Kervrann

AI总结:

本文提出图像去噪无监督非局部方法的统一视角 NL-Ridge,通过结合 SURE 和内部适应概念的两步算法,利用多元 Ridge 回归计算闭式聚合权重,在概念更简单的同时性能优于 BM3D 等先进无监督去噪器。

摘要:

我们提出了一种用于图像去噪的无监督非局部方法的统一视角,这些方法线性地组合含噪图像块。建立在不同建模和估计框架中的最佳方法是两步算法。在第一步利用 Stein 的无偏风险估计(SURE),在第二步利用借自深度学习理论的“内部适应”概念,我们表明我们的 NL-Ridge 方法能够调和多种用于图像去噪的图像块聚合方法。在第二步中,我们的闭式聚合权重通过多元 Ridge 回归计算得出。在人工添加噪声的图像上的实验表明,NL-Ridge 可能优于成熟的、最先进的无监督去噪器(如 BM3D 和 NL-Bayes)以及近期的无监督深度学习方法,同时在概念上更简单。

英文摘要:

We propose a unified view of unsupervised non-local methods for image denoising that linearily combine noisy image patches. The best methods, established in different modeling and estimation frameworks, are two-step algorithms. Leveraging Stein's unbiased risk estimate (SURE) for the first step and the "internal adaptation", a concept borrowed from deep learning theory, for the second one, we show that our NL-Ridge approach enables to reconcile several patch aggregation methods for image denoising. In the second step, our closed-form aggregation weights are computed through multivariate Ridge regressions. Experiments on artificially noisy images demonstrate that NL-Ridge may outperform well established state-of-the-art unsupervised denoisers such as BM3D and NL-Bayes, as well as recent unsupervised deep learning methods, while being simpler conceptually.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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