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Efficient regression priors for post-processing demosaiced images

机译:后期去马赛克图像的高效回归先验

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Color demosaicing is a process of reconstructing lost pixels in an incomplete color image. By extracting spatial-spectral correlations of RGB channels various interpolation methods have been proposed with low computational complexity. Meanwhile, optimization strategies such as sparsity and adaptive PCA based algorithm (SAPCA) were developed. SAPCA outperforms many interpolation techniques by impressive margins at the cost of dramatically increasing the computational time. In this paper we propose an efficient novel post-processing algorithm based on the adjusted anchored neighborhood regression (A+) method from image super-resolution literature. We greatly improve the results of the demosaicing methods, and achieve image quality as competitive as SAPCA but orders of magnitude faster.
机译:彩色去马赛克是在不完整的彩色图像中重建丢失像素的过程。通过提取RGB通道的空间光谱相关性,已提出了各种插值方法,具有较低的计算复杂度。同时,开发了诸如稀疏性和基于自适应PCA的算法(SAPCA)之类的优化策略。 SAPCA以可观的优势胜过许多插值技术,但代价是大大增加了计算时间。在本文中,我们从图像超分辨率文献中提出了一种基于调整后的锚定邻域回归(A +)方法的高效新型后处理算法。我们极大地改善了去马赛克方法的结果,并获得了与SAPCA相当的图像质量,但速度提高了几个数量级。

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