基于改进型Weibull密度分布的H.264视频率失真模型研究

蒙海光, 李兴华, 荆涛, 李少华

蒙海光, 李兴华, 荆涛, 李少华. 基于改进型Weibull密度分布的H.264视频率失真模型研究[J]. 信号处理, 2010, 26(8): 1187-1192.
引用本文: 蒙海光, 李兴华, 荆涛, 李少华. 基于改进型Weibull密度分布的H.264视频率失真模型研究[J]. 信号处理, 2010, 26(8): 1187-1192.
MENG Hai-Guang, LI Xin-Hua, JING Tao, LI Shao-Hua. Research of Improved-Weibull-Density-Based Rate-Distortion Model with H.264[J]. JOURNAL OF SIGNAL PROCESSING, 2010, 26(8): 1187-1192.
Citation: MENG Hai-Guang, LI Xin-Hua, JING Tao, LI Shao-Hua. Research of Improved-Weibull-Density-Based Rate-Distortion Model with H.264[J]. JOURNAL OF SIGNAL PROCESSING, 2010, 26(8): 1187-1192.

基于改进型Weibull密度分布的H.264视频率失真模型研究

基金项目: 国家自然科学基金资助项目(60772042,60772098)
详细信息
  • 中图分类号: TN919.81, TP37

Research of Improved-Weibull-Density-Based Rate-Distortion Model with H.264

  • 摘要: 通过对视频信源的统计分析,本文提出一种改进型Weibull密度分布,并据此密度分布建立一个新的率失真模型。文章通过使用Weibull概率密度函数,逼近实际DCT系数分布,并通过编码熵理论和失真分析,将模型表示成为两个关于视频编码量化步长的函数,即码率量化(R-Q)模型和失真量化(D-Q)模型,进而估计编码码率和量化失真。仿真结果表明,该密度分布比Cauchy密度分布更逼近于实际视频序列的DCT系数统计特性,并且该模型较基于Cauchy密度分布的率失真模型能够更为精确地估计实际编码码率和失真性能。
    Abstract: By statistical analysis of a lot of video sources, we present an Improved Weibull density distribution. We develop a new ratedistortion model which is based on Improved Weibull density distribution. We use Weibull probability density function to approximate actual DCT coefficients distribution. With encoding entropy theory and distortion analysis, the model is expressed as two functions of the video coder quantization step size, which are ratequantization model (R-Q) and distortion-quantization model (D-Q) that are based on the density distribution, and the model which is based on Improved Weibull density distribution is to estimate encoding rate and quantization distortion. Simulation experiments results show that the density distribution is closer to the statistical distribution of the DCT coefficients than Cauchy density distribution. The model which is based on Improved Weibull density distribution provides better estimates for the actual encoding rate and quantization distortion performance than those that are based on Cauchy density distribution.
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出版历程
  • 收稿日期:  2009-11-16
  • 修回日期:  2010-03-07
  • 发布日期:  2010-08-24

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