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Multiple motion-compensated and wavelet-based video compression.

机译:多种运动补偿和基于小波的视频压缩。

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This research deals with the problem of transmitting a video image sequence over a channel, whose bandwidth is limited. A compression scheme that is comprised of motion compensation, transform, quantization and entropy coding is adopted.; Our contribution to this research is focused on: (1) A fast and flexible algorithm for motion compensation; (2) Application of wavelet transform to compress the residue images; (3) A fast quantization strategy for wavelet transformed residue images.; In this dissertation, the classical motion estimation methods are reviewed. The new approaches based on a greedy strategy are presented. Experimental results are used to demonstrate better motion compensation as well as reduced computation time. Results suggest that this approach can handle multiple motion at different 2-D velocities.; More compression can be achieved by transforming the prediction errors and then quantizing the transform coefficients. Wavelet transform can achieve a better compression rate over DCT due to its adaptability to the narrow width and narrow band signals.; The quantization of the transform coefficients is another design problem. While the operation of quantization is simple, the design of quantizers and boundary values can be difficult and relies on the model of the data source. In our case, the data source is the wavelet coefficients on the residue image after motion compensation. It is nonuniform and highly uncorrelated. Max-Lloyd quantization technique, which has been proved to be optimum for a nonuniform source with known statistics, is discussed. The modified Max-Lloyd quantization algorithm, which deals with discrete data and improves the speed of convergence, is presented. Results are also shown to demonstrate the effect of the modified quantization scheme.
机译:这项研究解决了在带宽受限的信道上传输视频图像序列的问题。采用由运动补偿,变换,量化和熵编码组成的压缩方案。我们对这项研究的贡献集中在:(1)一种快速灵活的运动补偿算法; (2)应用小波变换压缩残差图像; (3)小波变换残差图像的快速量化策略。本文对经典运动估计方法进行了综述。提出了基于贪婪策略的新方法。实验结果用于证明更好的运动补偿以及减少的计算时间。结果表明,该方法可以处理不同二维速度下的多个运动。通过转换预测误差,然后量化转换系数,可以实现更多的压缩。小波变换因其对窄宽度和窄带信号的适应性而可以实现比DCT更好的压缩率。变换系数的量化是另一个设计问题。虽然量化操作很简单,但是量化器和边界值的设计可能很困难,并且依赖于数据源的模型。在我们的情况下,数据源是运动补偿后残差图像上的小波系数。它是不均匀且高度不相关的。讨论了Max-Lloyd量化技术,该技术已被证明对于具有已知统计数据的非均匀源是最佳的。提出了改进的Max-Lloyd量化算法,该算法处理离散数据并提高收敛速度。还显示了结果,以证明修改后的量化方案的效果。

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