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High order context modeling and entropy coding of multimedia data.

机译:多媒体数据的高阶上下文建模和熵编码。

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摘要

Arguably the most important component of a multimedia signal compression system is statistical context modeling and entropy coding of the signals. Statistical context modeling can expose the long-term memory of the source to an entropy coder so that it can achieve a code length approaching to the high-order conditional entropy.; This thesis presents some new algorithmic techniques for high-order context modeling, examines and demonstrates the efficacy of these techniques in multimedia data compression. The proposed context modeling algorithms are guided by universal source coding principle, and assume no knowledge about the source being coded. The context model is constructed by an on-line learning process which estimates the conditional probability of future samples based on the statistics of the samples being coded (the so-far observable).; Given the popularity of wavelet-based compression techniques in the past decade, this research focuses on context modeling and entropy coding of wavelet coefficients. Comprehensive and comparative studies were carried out on adaptive entropy coding of wavelet coefficients of various multimedia data contents, including image, video, 3D volume data, and audio. We have obtained some of the best compression results so far in the literature.
机译:可以说,多媒体信号压缩系统中最重要的组件是统计上下文建模和信号的熵编码。统计上下文建模可以将源的长期存储暴露给熵编码器,从而可以实现接近高阶条件熵的代码长度。本文提出了一些新的算法,用于高阶上下文建模,研究并证明了这些技术在多媒体数据压缩中的有效性。所提出的上下文建模算法受通用源编码原理的指导,并且不假设有关正在编码的源的知识。上下文模型是通过一个在线学习过程构建的,该过程基于被编码样本的统计信息(到目前为止可以观察到)来估计未来样本的条件概率。鉴于在过去十年中基于小波的压缩技术的普及,本研究着重于小波系数的上下文建模和熵编码。对各种多媒体数据内容(包括图像,视频,3D体数据和音频)的小波系数的自适应熵编码进行了全面和比较的研究。迄今为止,我们已经获得了一些最佳的压缩结果。

著录项

  • 作者

    Qiu, Tong.;

  • 作者单位

    The University of Western Ontario (Canada).;

  • 授予单位 The University of Western Ontario (Canada).;
  • 学科 Computer Science.
  • 学位 Ph.D.
  • 年度 2002
  • 页码 182 p.
  • 总页数 182
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 自动化技术、计算机技术;
  • 关键词

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