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Fast fractal image compression algorithm using specific update search

机译:使用特定更新搜索的快速分数图像压缩算法

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摘要

The fractal image compression (FIC) algorithm is difficult to be widely used in real-time applications due to the huge consumption of its encoding time. Inspired by the fact that in the decoding process, for any original image, a fixed point is generated by the iterations of the fractal codes, the authors propose a specific update search FIC (SUSFIC) algorithm, which uses a scale number to control the update times of the fractal codes and to find acceptable matching domain blocks rather than the best ones in the selected domain blocks pool. To further reduce the computation time, in their proposed algorithm, the image blocks created by the equidistant sampling in the range of the original blocks are used to replace themselves when calculating the correlation coefficients as the distances between the adjacent domain blocks. The experimental results presented show that their proposed SUSFIC algorithm has a significant improvement in encoding time under the premise of setting an appropriate search update threshold and maintaining image quality when compared with the state-of-the-art FIC algorithms. Therefore, it is a better FIC algorithm.
机译:由于其编码时间的巨大消耗,分数形图像压缩(FIC)算法难以广泛应用于实时应用。受到在对任何原始图像的解码过程中的事实中的启发,通过分形码的迭代生成一个固定点,提出了一种特定的更新搜索FIC(SUSFIC)算法,它使用刻度编号来控制更新分数代码的时间和找到可接受的匹配域块,而不是所选域块池中的最佳匹配域块。为了进一步降低计算时间,在其所提出的算法中,由在原始块的范围内的等距采样创建的图像块用于在计算相关系数作为相邻域块之间的距离时替换它们。提出的实验结果表明,与最先进的FIC算法相比,它们所提出的SUSFIC算法在设定适当的搜索更新阈值和维持图像质量的前提下,它们所提出的苏菲算法在编码时间内具有显着改善。因此,它是一种更好的FIC算法。

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