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PCA-based spatially adaptive denoising of CFA images for single-sensor digital cameras

机译:基于PCA的单传感器数码相机CFA图像空间自适应降噪

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摘要

Single-sensor digital color cameras use a process called color demosaicking to produce full color images from the data captured by a color filter array (CFA). The quality of demosaicked images is degraded due to the sensor noise introduced during the image acquisition process. The conventional solution to combating CFA sensor noise is demosaicking first, followed by a separate denoising processing. This strategy will generate many noise-caused color artifacts in the demosaicking process, which are hard to remove in the denoising process. Few denoising schemes that work directly on the CFA images have been presented because of the difficulties arisen from the red, green and blue interlaced mosaic pattern, yet a well designed "denoising first and demosaicking later" scheme can have advantages such as less noise-caused color artifacts and cost-effective implementation. This paper presents a principle component analysis (PCA) based spatially-adaptive denoising algorithm, which works directly on the CFA data using a supporting window to analyze the local image statistics. By exploiting the spatial and spectral correlations existed in the CFA image, the proposed method can effectively suppress noise while preserving color edges and details. Experiments using both simulated and real CFA images indicate that the proposed scheme outperforms many existing approaches, including those sophisticated demosaicking and denoising schemes, in terms of both objective measurement and visual evaluation.
机译:单传感器数字彩色相机使用称为彩色去马赛克的过程,从彩色滤光片阵列(CFA)捕获的数据中生成全彩色图像。由于在图像采集过程中引入的传感器噪声,去马赛克图像的质量下降。消除CFA传感器噪声的常规解决方案是先去马赛克,然后再进行单独的降噪处理。该策略将在去马赛克过程中生成许多由噪声引起的颜色伪影,这些噪声在去噪过程中很难消除。由于红色,绿色和蓝色隔行马赛克图案产生了困难,因此很少提出直接在CFA图像上使用的降噪方案,但是设计良好的“先降噪后去马赛克”方案可以具有诸如产生较少噪音的优点。颜色伪影和具有成本效益的实施方案。本文提出了一种基于主成分分析(PCA)的空间自适应降噪算法,该算法使用支持窗口直接对CFA数据进行处理,以分析本地图像统计信息。通过利用CFA图像中存在的空间和光谱相关性,该方法可以有效地抑制噪声,同时保留色彩边缘和细节。使用模拟和真实CFA图像进行的实验表明,在客观测量和视觉评估方面,该方案优于许多现有方法,包括那些复杂的去马赛克和去噪方案。

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