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L-Infinite Predictive Coding of Depth

机译:L深度的无穷预测编码

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摘要

The paper introduces a novel L_∞-constrained compression method for depth maps. The proposed method performs depth segmentation and depth prediction in each segment, encoding the resulting information as a base layer. The depth residuals are modeled using a Two-Sided Geometric Distribution, and distortion and entropy models for the quantized residuals are derived based on such distributions. A set of optimal quantizers is determined to ensure a fix rate budget at a minimum L_∞ distortion. A fixed-rate L_∞ codec design performing context-based entropy coding of the quantized residuals is proposed, which is able to efficiently meet user constraints on rate or distortion. Additionally, a scalable L_∞ codec extension is proposed, which enables encoding the quantized residuals in a number of enhancement layers. The experimental results show that the proposed L_∞ coding approach substantially outperforms the L_∞ coding extension of the state-of-the-art CALIC method.
机译:介绍了一种新颖的L_∞约束的深度图压缩方法。所提出的方法在每个片段中执行深度分割和深度预测,将得到的信息编码为基础层。使用双向几何分布对深度残差建模,然后基于此类分布导出量化残差的失真和熵模型。确定一组最佳量化器,以确保在最小L_∞失真下的固定速率预算。提出了一种固定速率的L_∞编解码器设计,它可以对量化残差执行基于上下文的熵编码,从而能够有效满足用户对速率或失真的约束。此外,提出了可扩展的L_∞编解码器扩展,它可以对多个增强层中的量化残差进行编码。实验结果表明,所提出的L_∞编码方法明显优于最新的CALIC方法的L_∞编码扩展。

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