修改了SAR图像数据的SPIHT编码

Z. Zeng, I. Cumming
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引用次数: 2

摘要

只提供摘要形式。我们开发了一种基于小波的SAR图像压缩算法,该算法结合了树结构纹理分析、软阈值斑点消减、四叉树均匀分解和改进的零树编码方案。首先,对SAR图像进行树结构小波变换。分解不再简单地递归地应用于低尺度子信号,而是应用于任何滤波器的输出。分解的度量是图像的能量。如果一个子图像的能量明显小于其他子图像,我们停止在该区域分解,因为它包含的信息较少。纹理因子是在这一步之后创建的,它代表了纹理信息的数量。其次,利用四叉树分解将最小尺度分量中的分量分成两个集合,即齐次集合和目标集合。齐次集合由相对齐次的区域组成。目标集由非均匀区域组成,这些非均匀区域被进一步分解为单个分量区域。采用传统的软阈值法去除除最低尺度外的所有小波系数上的散斑噪声。特征因子用于设置阈值。最后,根据树结构分解和四叉树分解的结果,对传统的SPIHT方法进行了改进。在编码器中,根据用户的要求选择斑点减少量。对齐次集和目标集采用了不同的编码方案。残差的偏态分布使得算术编码成为无损压缩的最佳选择。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modified SPIHT encoding for SAR image data
Summary form only given. We developed a wavelet-based SAR image compression algorithm which combines tree-structured texture analysis, soft-thresholding speckle reduction, quadtree homogeneous decomposition, and a modified zero-tree coding scheme. First, the tree-structured wavelet transform is applied to the SAR image. The decomposition is no longer simply applied to the low-scale subsignals recursively but to the output of any filter. The measurement of the decomposition is the energy of the image. If the energy of a subimage is significantly smaller than others, we stop the decomposition in this region since it contains less information. The texture factors are created after this step, which represents the amount of texture information. Second, quadtree decomposition is used to split the components in the lowest scale component into two sets, a homogeneous set and a target set. The homogeneous set consists of the relatively homogeneous regions. The target set consists of those non-homogeneous regions which have been further decomposed into single component regions. A conventional soft-threshold is applied to reduce speckle noise on all the wavelet coefficients except those of the lowest scale. The feature factor is used to set the threshold. Finally, the conventional SPIHT methods are modified based on the result from the tree-structured decomposition and the quadtree decomposition. In the encoder, the amount of speckle reduction is chosen based on the requirements of the user. Different coding schemes are applied to the homogeneous set and the target set. The skewed distribution of the residuals makes arithmetic coding the best choice for lossless compression.
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