整数U变换及其在图像编码中的应用

Guo Fenhong, Xie Liyan, Xiong Changzhen
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引用次数: 0

摘要

在图像压缩领域,为了获得较低的计算复杂度和较好的重构效果,总是需要新颖的变换编码方法。因此,本文构造了整数u正交变换和图像编码算法。首先,通过离散正交u -系统构造一个8×8整数u -正交变换,并根据其对称性和递推性推导出其快速算法。然后,给出了满足u变换矩阵序列特征的量化表。最后,将整数U变换和新的量化表应用于图像编码。对比实验结果表明,u变换方法的编码效果优于JPEG编码方法。因此,整数u变换图像编码方法是一种备选方案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Integer U transform and its application in image coding
In the image compression field, novel transform coding approaches are always necessary to obtain lower computational complexity and better reconstruction. Therefore, integer U-orthogonal transform and image coding algorithm is constructed in this paper. First, an 8×8 integer U-orthogonal transform through the discrete orthogonal U-system is constructed, and its fast algorithm is derived according to its symmetric and recursive property. Then, a quantization table meeting sequency characteristics of U-transform matrix is provided. Finally, the integer U transform and the new quantization table are applied to image coding. The comparative experimental results show that the coding effect of U-transform method is better than JPEG encoding method. Therefore, the integer U-transform image coding method is an alternative scheme.
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