Under low-light environment, handheld photography suffers from severe camera shake under long exposure settings. Although existing deblurring algorithms have shown promising performance on well-exposed blurry images, they still cannot cope with low-light snapshots. Sophisticated noise and saturation regions are two dominating challenges in practical low-light deblurring. In this work, we propose a novel non-blind deblurring method dubbed image and feature space Wiener deconvolution network (INFWIDE) to tackle these problems systematically. In terms of algorithm design, INFWIDE proposes a two-branch architecture, which explicitly removes noise and hallucinates saturated regions in the image space and suppresses ringing artifacts in the feature space, and integrates the two complementary outputs with a subtle multi-scale fusion network for high quality night photograph deblurring. For effective network training, we design a set of loss functions integrating a forward imaging model and backward reconstruction to form a close-loop regularization to secure good convergence of the deep neural network. Further, to optimize INFWIDE's applicability in real low-light conditions, a physical-process-based low-light noise model is employed to synthesize realistic noisy night photographs for model training. Taking advantage of the traditional Wiener deconvolution algorithm's physically driven characteristics and arisen deep neural network's representation ability, INFWIDE can recover fine details while suppressing the unpleasant artifacts during deblurring. Extensive experiments on synthetic data and real data demonstrate the superior performance of the proposed approach.
翻译:在低光环境下,手持摄影在长期接触环境中受到严重的相机震动。虽然现有的分流算法在曝光率高的模糊图像上表现出了有希望的性能,但它们仍然无法应对低光光光照片。 超光噪音和饱和区域是实用低光分解的两个主导性挑战。 在这项工作中,我们提议了一种新型的非盲分流方法,将图像和地貌空间的维纳尔分流网络(Wiener deconvolution 网络)合为一体,以便系统地解决这些问题。 在算法设计方面,INFWIDE提出一个两层结构,明确消除图像空间的噪音和致幻剂饱和地区,抑制地貌空间的振动工艺,将两种互补产出与高品质夜照分流的微妙的多级混合网络结合起来。 为了进行有效的网络培训,我们设计一套损失功能,将前向图像模型和后向重建结合起来,形成一种近距离整齐的正规化,以确保深层神经网络的融合。此外,为了最优化的里程实验性实验,在真实的甚低的轨道数据分析过程中,以精确的精确的流流数据分析,在真实的轨道分析过程中,可以优化地平流数据分析中,对低变压的精确的精确的模型进行成本分析。