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A Novel Rate-Distortion Optimized Tree Structured Hybrid Algorithm for Coding of Digital Images

机译:一种新的速率失真优化树形混合数字图像编码算法

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This study proposes a novel segmentation based tree structured algorithm for efficient compression of digital images. The presented research combines the recent segmentation based coding approach, namely the binary space partition scheme and the popular Geometric Wavelet Coding Method to capture the curve singularities in a more effective way and to provide the sparse representation of the image. For partitioning the image domain in the BSP scheme, polar co-ordinate representation of straight line is used which improved the choice of bisecting lines available for partitioning thereby enhancing the probability of reducing the error functional. A rate-distortion optimization process is performed prior to encoding where a New Pruning algorithm is tried to prune the BSP tree and achieve the desired bit rate. The relative practical competency of this hybrid technique is investigated and the results are compared with state-of-the-art wavelet coders, recent segmentation based algorithms as well as the Original Geometric Wavelet Coding algorithm. This technique provides outstanding results in terms of rate-distortion compression by taking advantage of the curve singularities in the image. The algorithm is applied individually on tiled regions of the image rather than on the entire image. The results report a gain of 2.46 dB over the EZW algorithm and 1.74 dB over the SPIHT algorithm at the bit-rate 0.03125 bpp. Researchers also show that the presented algorithm reports a gain of 1.2 dB over the Original GW Method at the compression ratio of 256 for the Lena test image. The technique provides remarkable results in terms of rate-distortion compression by taking advantage of the edge singularities in the image. The improved GW algorithm was simulated using the 2010 version of MATLAB on still images of Lena and cameraman to validate its performance. The algorithm is highly complex in computation and requires enormous time for execution.
机译:这项研究提出了一种新颖的基于树的结构化算法,用于有效压缩数字图像。提出的研究结合了最近基于分段的编码方法,即二进制空间划分方案和流行的几何小波编码方法,以更有效的方式捕获曲线奇异点并提供图像的稀疏表示。为了在BSP方案中划分图像域,使用了直线的极坐标表示,这改善了可用于划分的等分线的选择,从而提高了减少误差函数的可能性。在编码之前执行速率失真优化过程,其中尝试使用新修剪算法修剪BSP树并实现所需的比特率。对这种混合技术的相对实际能力进行了研究,并将结果与​​最新的小波编码器,基于最新分段的算法以及原始几何小波编码算法进行了比较。通过利用图像中的曲线奇异性,该技术在速率失真压缩方面提供了出色的结果。该算法分别应用于图像的平铺区域,而不是整个图像。结果报告,在比特率0.03125 bpp时,EZW算法的增益为2.46 dB,SPIHT算法的增益为1.74 dB。研究人员还表明,对于Lena测试图像,在256的压缩率下,所提出的算法比原始GW方法报告的增益为1.2 dB。通过利用图像中的边缘奇异性,该技术在速率失真压缩方面提供了显着的结果。改进的GW算法是使用2010版的MATLAB在Lena和摄影师的静止图像上进行仿真的,以验证其性能。该算法的计算非常复杂,需要大量时间来执行。

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