面向加速图像处理的分形图像压缩快速全搜索算法

Baydaa Sh. Z. Abood, Hanan A. R. Akkar, Amean Sh. Al-Safi
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引用次数: 0

摘要

为了提高图像处理效率,提出了一种新的基于分形图像压缩的图像处理算法。为了实现快速的编码时间,图像将被分割成不重叠的块称为范围块和重叠的块称为域块,域块一般大于范围块。本研究提出了一种新的快速全搜索算法,从距离块中最近的点开始搜索范围块中的最佳匹配域,并扩展搜索,直到找到可接受的匹配或搜索完成,以节省更多的编码时间。所提出的快速全搜索方法尽管简单,但比标准搜索方法更有效。研究了该方法的搜索率、峰值信噪比、压缩比和编码时间。该方法可以在0.36秒内对512x512灰度的Lena图像进行编码,实验结果表明,总搜索量减少了87%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fast Full-Search Algorithm of Fractal Image Compression for Acceleration Image Processing
A new processing algorithm based on fractal image compression is proposed for image processing efficiency. An image will partition into non-overlapping blocks called range blocks and overlapping blocks called domain blocks, with the domain blocks generally bigger than the range blocks, to achieve a rapid encoding time. This research introduced a new fast full-search algorithm approach that starts the search for the best matching domain in the range block from the closest points in the range blocks and expands the search until an acceptable match is found or the search is completed to save even more encoding time. The proposed fast full-search approach, despite its simplicity, is more efficient than the standard search method. The search reduction, peak signal to noise ratio, compression ratio, and encoding time of the suggested approach are all examined. The proposed method can encode a 512x512 grayscale Lena image in 0.36 seconds, with a total search reduction of  87% according to experimental results.
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