Research on Fractal Image Compression Algorithm Based on Generalized Mandelbrot Set

Peng Li, Ziwei Guan, Junyan Cao, F. Hang
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Abstract

The traditional fractal coding algorithm is based on the local self-similarity of image coding, but the coding speed is slow, which restricts its popularization and application. In this paper, a method of fractal image coding based on fixed dictionary instead of changing dictionary is proposed. Different curves are generated by changing the parameters of the Mandelbrot set, and the corresponding image blocks are obtained by quantizing the gray-scale values of the curves, which can form a rich compression dictionary. In the process of encoding, the image block to be encoded is matched with the image block in the dictionary to select the image block that meets the conditions, and then the corresponding image block is encoded, so the fractal coding compression of the image can be realized. The experimental results show that the algorithm is feasible and effective, the image compression effect is ideal, and the speed of fractal coding is greatly improved.
基于广义Mandelbrot集的分形图像压缩算法研究
传统的分形编码算法是基于图像编码的局部自相似性,但编码速度慢,制约了其推广应用。本文提出了一种基于固定字典而非改变字典的分形图像编码方法。通过改变Mandelbrot集合的参数生成不同的曲线,并对曲线的灰度值进行量化得到相应的图像块,形成丰富的压缩字典。在编码过程中,将待编码的图像块与字典中的图像块进行匹配,选择符合条件的图像块,然后对相应的图像块进行编码,这样就可以实现图像的分形编码压缩。实验结果表明,该算法可行有效,图像压缩效果理想,分形编码速度大大提高。
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