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Improvement Speed of Fractal Image Compression through Gray Level Difference and Normal Variance

机译:通过灰度差和正常方差改善分形图像压缩的速度

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Fractal image encoding is attractive due to its potential high compression ratio, fast decompression and multi-resolution properties. However, the encoding time is computationally intensive. In this paper, a new method is proposed to reduce the encoding time based on computing the gray level difference and normal variance of domain and range blocks. Proposed method only compares those domain blocks whose gray level difference and normal variance (obtained from dividing variance on gray level difference) are higher than those of the range blocks. This method reduces the number of comparisons, and thereby the encoding time considerably, while obtaining good fidelity and compression ratio for the decoded image. Experimental results on standard grayscale images (256×256, 8bit) show that the proposed method yields superior performance over conventional fractal encoding.
机译:由于其潜在的高压缩比,快速减压和多分辨率性能,分形图像编码具有吸引力。但是,编码时间是计算密集的。在本文中,提出了一种新方法来减少基于计算域和范围块的灰度级差和正常方差的编码时间。所提出的方法仅比较其灰度级差和正常方差(从灰度级差的差异而获得的正常方差的那些域块高于范围块的域块。该方法减少了比较次数,从而显着地编码时间,同时获得解码图像的良好保真度和压缩比。标准灰度图像(256×256,8位)的实验结果表明,该方法对传统分形编码产生了卓越的性能。

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