Enhancements to the JPEG implementation of block smoothing method

G. Lakhani
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Abstract

Summary form only given. This paper proposes several enhancements to the AC prediction approach, adapted by the Joint Photographic Expert Group (JPEG), for reduction of the blocking artifact effects. Our decoder uses value of reconstructed pixels of the already decoded part of the image, instead of the their DCT components. The major contribution of the paper is that we divide the prediction of DCT coefficients in two parts. For the low frequency coefficients, we solve a minimization problem. Its objective is to reduce the block boundary edge variance (BEV). The problem is solved analytically and its solution predicts DCT coefficients of a block in the terms of the first four coefficients of the four adjacent blocks. In this process, we also determine an optimal solution to the minimization of the mean squared difference of slopes (MSDS) considered for the same problem and computed using a quadratic programming method. For the mid-range frequency coefficients, we follow the interpolation method and interpolate image segments by ternary polynomials (JPEG uses quadratic polynomials). The smallest possible 9/spl times/9 pixel image segments are considered for the prediction of coefficients of 8/spl times/8 blocks (JPEG considers 24/spl times/24 pixel segments). The paper presents a complete formulation of the prediction equations, not provided by the JPEG. The paper also proposes three new statistical criterion to measure block boundary discontinuities. All enhancements have been added to a JPEG software. Results of several experiments using this software are given to compare the performance of different implementations of the AC prediction approach.
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对JPEG块平滑方法实现的改进
只提供摘要形式。本文提出了几个改进的AC预测方法,采用联合摄影专家组(JPEG),以减少块伪影的影响。我们的解码器使用图像已解码部分的重构像素值,而不是它们的DCT分量。本文的主要贡献在于我们将DCT系数的预测分为两部分。对于低频系数,我们解决了最小化问题。其目标是减小块边界边缘方差(BEV)。对该问题进行了解析求解,其解根据相邻四个块的前四个系数来预测块的DCT系数。在此过程中,我们还确定了一个最优解,以最小的均方差的斜率(MSDS)考虑相同的问题,并使用二次规划方法计算。对于中频系数,我们遵循插值方法,使用三元多项式插值图像片段(JPEG使用二次多项式)。对于8/spl次/8块的系数预测,考虑最小的9/spl次/9像素图像段(JPEG考虑24/spl次/24像素段)。本文给出了JPEG没有提供的预测方程的完整公式。本文还提出了测量块体边界不连续的三个新的统计判据。所有增强功能都已添加到JPEG软件中。用该软件进行了几个实验,比较了交流预测方法不同实现的性能。
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