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A Lifting-Based Wavelet Transform Supporting Non-Dyadic Spatial Scalability

机译:支持非二次空间可扩展性的升降小波变换

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In subband image and video compression, the issue of dyadic spatial scalability with a downsizing ratio of 2:1 has already been widely investigated. In some application scenarios, however, other downsizing ratios can be desirable. This paper proposes a wavelet coding scheme to support non-dyadic spatial scalability. By extending lifting-based transform structure, we show how wavelet transform can directly support non-dyadic spatial scalability. Specially, based on the extended lifting framework, a wavelet transform is designed to decompose an image with size 3Wtimes3H to a low-pass subband with size 2Wtimes2H and three high-pass subbands to support 3:2-ratio spatial scalability. The characteristic of proposed wavelet low-pass filter is investigated and experimental results show that the low resolution image produced by our scheme has good quality while the coding performance just has marginal loss compared to Daubechies 9/7 filter
机译:在子带图像和视频压缩中,已经广泛研究了具有2:1的缩小比例的二元空间可扩展性问题。 然而,在一些应用场景中,可以理想的其他小化比率。 本文提出了一种支持非二次空间可扩展性的小波编码方案。 通过扩展基于升降的变换结构,我们展示了小波变换如何直接支持非二次空间可扩展性。 特别地,基于扩展升降框架,小波变换被设计为将具有大小3WTimes3H的图像分解为具有尺寸2WTIMES2H的低通子带和三个高通子带,以支持3:2比率空间可扩展性。 研究了小波低通滤波器的特性,实验结果表明,通过我们方案生产的低分辨率图像具有良好的质量,而编码性能与Daubechies 9/7过滤器相比具有边际损失。

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