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首页> 外文期刊>Journal of visual communication & image representation >Denoising image by matrix factorization in U-shaped convolutional neural network
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Denoising image by matrix factorization in U-shaped convolutional neural network

机译:U型卷积神经网络中矩阵分解对图像进行去噪

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摘要

Image denoising requires both spatial details and global contextualized information to recover a clean version from the deteriorative one. Previous deep convolution networks usually focus on modeling the local feature and stacked convolution blocks to expand the receptive field, which can catch the long-distance dependencies. However, contrary to the expectation, the extracted local feature incapacity recovers the global details by traditional convolution while the stacked blocks hinder the information flow. To tackle these issues, we introduce the Matrix Factorization Denoising Module (MD) to model the interrelationship between the global context aggregating process and the reconstructed process to attain the context details. Besides, we redesign a new basic block to ease the information flow and maintain the network performance. In addition, we conceive the Feature Fusion Module (FFU) to fuse the information from the different sources. Inspired by the multi-stage progressive restoration architecture, we adopt two-stage convolution branches progressively reconstructing the denoised image. In this paper, we propose an original and efficient neural convolution network dubbed MFU. Experimental results on various image denoising datasets: SIDD, DND, and synthetic Gaussian noise datasets show that our MFU can produce comparable visual quality and accuracy results with state-of-the-art methods.
机译:图像去噪需要空间细节和全局上下文化信息,以便从恶化的版本中恢复干净的版本。以往的深度卷积网络通常侧重于对局部特征进行建模,堆叠卷积块以扩展感受野,从而可以捕获长距离依赖关系。然而,与预期相反,提取的局部特征无法通过传统的卷积来恢复全局细节,而堆叠块则阻碍了信息流。为了解决这些问题,我们引入了矩阵分解去噪模块(MD)来模拟全局上下文聚合过程和重构过程之间的相互关系,以获得上下文细节。此外,我们重新设计了一个新的基本模块,以简化信息流并保持网络性能。此外,我们还构思了特征融合模块(FFU)来融合来自不同来源的信息。受多级渐进式恢复架构的启发,我们采用两级卷积分支渐进式重建去噪图像。在本文中,我们提出了一种原始且高效的神经卷积网络,称为MFU。在各种图像去噪数据集上的实验结果表明:SIDD、DND和合成高斯噪声数据集,我们的MFU可以用最先进的方法产生相当的视觉质量和精度结果。

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