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Better and Faster, when ADMM Meets CNN: Compressive-Sensed Image Reconstruction

机译:当ADMM符合CNN时更好,更快:压缩感测图像重建

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Compressive sensing (CS) has drawn enormous amount of attention in recent years owing to its sub-Nyquist sampling rate and low-complexity requirement at the encoder. However, it turns out that the decoder in lieu of the encoder suffers from heavy computation in order to decently recover the signal from its CS measurements. Inspired by the recent success of deep learning in low-level computer vision problems, in this paper, we propose a solution that utilizes deep convolutional neural network (CNN) to recover image signals from CS measurements effectively and efficiently. Rather than training a neural network from scratch that inputs CS measurements and outputs images, we incorporate an off-the-shelf CNN model into the CS reconstruction framework even without the effort of finetuning. To this end, we formulate the CS recovery problem into two subproblems via the alternate direction method of multiplers (ADMM): a convex quadratic problem and an image denoising problem, in which CNN has exhibited its desirable reconstruction performance and low computational complexity. Hereby, powerful GPU could be utilized to speed up the reconstruction. Experiments demonstrate that our proposed CS image reconstruction solution surpasses state-of-the-art CS models by a significant margin in speed and performance.
机译:由于其子午线采样率和编码器的低复杂性要求,近年来近年来压缩传感(CS)造成了巨大的关注。但是,事实证明,解码器代替编码器遭受重计算,以便从其CS测量中恢复信号。通过最近在低级计算机视觉问题中获得深度学习成功的启发,本文提出了一种利用深卷积神经网络(CNN)的解决方案,以有效且有效地恢复来自CS测量的图像信号。而不是从划痕中训练一个神经网络,从而输入CS测量和输出图像,也是即使没有FineTuning的努力,也将一个现成的CNN模型纳入CS重建框架中。一个凸二次问题和图像去噪的问题,其中,CNN展出其希望重建的性能和低的计算复杂度:为此,我们通过的乘法器的交替方向法(ADMM)制定CS复原问题分为两个子问题。因此,强大的GPU可以用于加速重建。实验表明,我们所提出的CS图像重建解决方案在速度和性能的显着边距超越最先进的CS模型。

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