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Regression-based prediction for blocking artifact reduction in JPEG-compressed images

机译:基于回归的预测可阻止JPEG压缩图像中的伪影减少

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In order to reduce the blocking artifact in the Joint Photographic Experts Group (JPEG)-compressed images, a new noniterative postprocessing algorithm is proposed. The algorithm consists of a two-step operation: low-pass filtering and then predicting. Predicting the original image from the low-pass filtered image is performed by using the predictors, which are constructed based on a broken line regression model. The constructed predictor is a generalized version of the projector onto the quantization constraint set , , or the narrow quantization constraint set . We employed different predictors depending on the frequency components in the discrete cosine transform (DCT) domain since each component has different statistical properties. Further, by using a simple classifier, we adaptively applied the predictors depending on the local variance of the DCT block. This adaptation enables an appropriate blurring depending on the smooth or detail region, and shows improved performance in terms of the average distortion and the perceptual view. For the major-edge DCT blocks, which usually suffer from the ringing artifact, the quality of fit to the regression model is usually not good. By making a modification of the regression model for such DCT blocks, we can also obtain a good perceptual view. The proposed algorithm does not employ any sophisticated edge-oriented classifiers and nonlinear filters. Compared to the previously proposed algorithms, the proposed algorithm provides comparable or better results with less computational complexity.
机译:为了减少联合图像专家组(JPEG)压缩图像中的块状伪像,提出了一种新的非迭代后处理算法。该算法由两步操作组成:低通滤波然后进行预测。通过使用基于虚线回归模型构建的预测器,可以从低通滤波后的图像中预测原始图像。构造的预测器是放映机在量化约束集或窄量化约束集上的广义版本。我们根据离散余弦变换(DCT)域中的频率分量采用了不同的预测变量,因为每个分量都有不同的统计属性。此外,通过使用简单的分类器,我们根据DCT块的局部方差自适应地应用了预测变量。这种适应使得可以根据平滑或细节区域进行适当的模糊处理,并在平均失真和感知视图方面显示出改进的性能。对于通常遭受振铃伪影的主边DCT块,回归模型的拟合质量通常不好。通过修改此类DCT块的回归模型,我们还可以获得良好的感知视图。所提出的算法不使用任何复杂的面向边缘的分类器和非线性滤波器。与先前提出的算法相比,提出的算法以较低的计算复杂度提供了可比或更好的结果。

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