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Discriminative structured set prediction modeling with max-margin Markov network for optimal lossless image coding

机译:具有最大余量马尔可夫网络的判别式结构化集合预测模型,用于最佳无损图像编码

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摘要

In this paper, we investigate and propose a novel prediction model for lossless image coding in which the optimal correlated prediction for block of pixels are simultaneously obtained in the sense of the least code length. It not only utilizes the spatial statistical correlation for the optimal prediction directly based on 2-D contexts, but also formulates the data-driven structural interdependencies to make the prediction error coherent with the underlying probability distribution for coding. Besides the discriminative adaptive pixel-wise prediction, the Markov network is adaptively derived to maintain the coherence of prediction in the blocks and seek the concurrent optimization of set of prediction by relating the loss function to actual code length. The prediction error is shown to be asymptotically upper bounded by the training error under the decomposable loss function. For validation, we apply the proposed model into lossless image coding and experimental results show that the proposed scheme outperforms the best prediction scheme reported.
机译:在本文中,我们研究并提出了一种新的无损图像编码预测模型,其中在最小代码长度的意义上同时获得了像素块的最佳相关预测。它不仅直接基于2D上下文利用空间统计相关性进行最佳预测,而且还制定了数据驱动的结构相互依赖性,以使预测误差与潜在的概率分布相一致以进行编码。除了有区别的自适应逐像素预测,还可以自适应地推导马尔可夫网络,以保持块中预测的相干性,并通过将损失函数与实际码长相关联来寻求对预测集的并行优化。在可分解损失函数下,预测误差显示为训练误差的渐近上限。为了进行验证,我们将提出的模型应用到无损图像编码中,实验结果表明,提出的方案优于所报道的最佳预测方案。

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