Compression of SAR and ultrasound imagery using texture models

J. Rosiles, Mark J. T. Smith
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引用次数: 5

Abstract

Summary form only given. This paper addresses an approach for handling SAR and US images with different statistical properties. The approach is based on a image-structure/speckle-texture decomposition. The image model in this case views an image X(i,j) as the combination of two components: an image structure S(i,j) and a speckle texture T(i,j). An octave-band subband decomposition is performed on the data and the structure is separated from the speckle by applying soft-thresholding to the high frequency subband coefficients. The coefficients remaining after the operation are used to synthesize S(i,j) while the complement set of coefficients is a representation of T(i,j). Once the two components are obtained, they are coded separately. S(i,j) has a low frequency characteristic similar to natural images and is suitable for conventional compression techniques. In the proposed algorithm we use a quadtree coder for S(i,j). The speckle component is parametrized using a texture model. Two texture models have been tested: a 2D-AR model and the pyramid-based algorithm proposed by Heeger and Bergen. For the latter, a compact parametrization of the texture is achieved by modeling the histograms of T(i,j) and its pyramid subbands as generalized Gaussians. The synthesized speckle is visually similar to the original for both models. The image is reconstructed by adding together the decoded structure and the synthesized speckle. The subjective quality gains obtained from the proposed approach are evident. We performed a subjective test, which followed the CCIR recommendation 500-4 for image quality assessment. Several codecs were included in the tests.
利用纹理模型压缩SAR和超声图像
只提供摘要形式。本文提出了一种处理具有不同统计属性的SAR和US图像的方法。该方法基于图像结构/斑点纹理分解。本例中的图像模型将图像X(i,j)视为两个组件的组合:图像结构S(i,j)和散斑纹理T(i,j)。对数据进行倍频带子带分解,通过对高频子带系数进行软阈值处理,将结构与散斑分离。运算后剩余的系数用于合成S(i,j),而系数的补集是T(i,j)的表示。一旦获得了这两个组件,就分别对它们进行编码。S(i,j)具有与自然图像相似的低频特性,适用于传统压缩技术。在提出的算法中,我们对S(i,j)使用四叉树编码器。使用纹理模型对散斑组件进行参数化。已经测试了两种纹理模型:2D-AR模型和Heeger和Bergen提出的基于金字塔的算法。对于后者,通过将T(i,j)及其金字塔子带的直方图建模为广义高斯函数来实现纹理的紧凑参数化。合成的散斑在视觉上与两个模型的原始散斑相似。通过将解码后的结构与合成的散斑叠加,重构图像。从所提出的方法中获得的主观质量收益是显而易见的。我们进行了主观测试,该测试遵循CCIR关于图像质量评估的建议500-4。测试中包含了几个编解码器。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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