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Lagrangian Multiplier Optimization Using Markov Chain Based Rate and Piecewise Approximated Distortion Models

机译:基于Markov链的速率和分段近似失真模型的拉格朗日乘数优化

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The traditional Lagrangian RDO algorithm assumes the transformed residues as memo- ryless random variables, and then doesn't perform well when the prediction residues posses the strong temporal correlations. We extend the RDO by modeling the residues as the first-order Markov source and calibrating the distortion model with the piecewise approximation function.
机译:传统的拉格朗日RDO算法将变换后的残差假定为无记忆的随机变量,然后在预测残差具有较强的时间相关性时表现不佳。我们通过将残差建模为一阶马尔科夫源并使用分段逼近函数校准失真模型来扩展RDO。

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