Pan, Jinshan
Deep Non-Blind Deconvolution via Generalized Low-Rank Approximation
Ren, Wenqi, Zhang, Jiawei, Ma, Lin, Pan, Jinshan, Cao, Xiaochun, Zuo, Wangmeng, Liu, Wei, Yang, Ming-Hsuan
In this paper, we present a deep convolutional neural network to capture the inherent properties of image degradation, which can handle different kernels and saturated pixels in a unified framework. The proposed neural network is motivated by the low-rank property of pseudo-inverse kernels. We first compute a generalized low-rank approximation for a large number of blur kernels, and then use separable filters to initialize the convolutional parameters in the network. Our analysis shows that the estimated decomposed matrices contain the most essential information of the input kernel, which ensures the proposed network to handle various blurs in a unified framework and generate high-quality deblurring results. Experimental results on benchmark datasets with noise and saturated pixels demonstrate that the proposed algorithm performs favorably against state-of-the-art methods.
Deep Non-Blind Deconvolution via Generalized Low-Rank Approximation
Ren, Wenqi, Zhang, Jiawei, Ma, Lin, Pan, Jinshan, Cao, Xiaochun, Zuo, Wangmeng, Liu, Wei, Yang, Ming-Hsuan
In this paper, we present a deep convolutional neural network to capture the inherent properties of image degradation, which can handle different kernels and saturated pixels in a unified framework. The proposed neural network is motivated by the low-rank property of pseudo-inverse kernels. Specifically, we first compute a generalized low-rank approximation to a large number of blur kernels, and then use separable filters to initialize the convolutional parameters in the network. Our analysis shows that the estimated decomposed matrices contain the most essential information of an input kernel, which ensures the proposed network to handle various blurs in a unified framework and generate high-quality deblurring results. Experimental results on benchmark datasets with noisy and saturated pixels demonstrate that the proposed deconvolution approach relying on generalized low-rank approximation performs favorably against the state-of-the-arts.