基于二叉树分割和纹理VQ的图像编码

Xiaolin Wu
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引用次数: 0

摘要

图像压缩通常是从统计图像分类的角度来研究的。例如,基于vq的图像编码方法通过将图像块分类为统计上近似原始数据的代表性二维模式(码字)来压缩图像数据。另一种与图像分类自然相关的图像压缩方法是基于分割的图像编码(SIC)。在SIC中,我们将像素划分为具有一定均匀性或相似性的片段,然后对分割的几何形状和属性进行编码。与计算机视觉和模式识别等其他应用相比,SIC中的图像分割必须满足更严格的要求。一个高效的SIC编码器必须在切分的准确语义和简洁语法之间取得良好的平衡。从纯粹分类的角度来看,通过松弛、区域生长或分裂合并技术进行的自由形式分割提供了准确的边界表示。但分割后的几何形状往往过于复杂,无法进行紧凑的描述,从而违背了图像压缩的目的。相反,我们采用了一种树状结构的分割方案。二叉树是通过对图像进行递归的线性二叉分割而生成的二叉树。
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Image coding via bintree segmentation and texture VQ
Image compression is often approached from an angle of statistical image classification. For instance, VQ-based image coding methods compress image data by classifying image blocks into representative two-dimensional patterns (codewords) that statistically approximate the original data. Another image compression approach that naturally relates to image classification is segmentation-based image coding (SIC). In SIC, we classify pixels into segments of certain uniformity or similarity, and then encode the segmentation geometry and the attributes of the segments. Image segmentation in SIC has to meet some more stringent requirements than in other applications such as computer vision and pattern recognition. An efficient SIC coder has to strike a good balance between accurate semantics and succinct syntax of the segmentation. From a pure classification point of view, free form segmentation by relaxation, region-growing, or split-and-merge techniques offers an accurate boundary representation. But the resulting segmentation geometry is often too complex to have a compact description, defeating the purpose of image compression. Instead, we adopt a bintree-structured segmentation scheme. The bintree is a binary tree created by recursive rectilinear bipartition of an image.
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