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Joint Source and Channel Coding of Embedded Wavelet-based Coded Images using LDPC Codes

机译:使用LDPC码的基于嵌入式小波的编码图像的联合源和信道编码

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The transmission of images over heterogeneous networks to a large variety of terminals induces the need for efficient scalable image coding, and adapted error control mechanisms to protect the compressed bit stream against degradations caused by packet losses. In this context, we propose an optimal joint source channel coding (JSCC) approach combined with unequal error protection (UEP) of the transmitted data packets enabling an error-resilient transmission of embedded wavelet-based coded images over binary erasure channels. We theoretically show that the average expected rate-distortion function of the separately encoded subbands is convex with monotonically decreasing slopes and prove that a similar conclusion with bounds on the allowable code rates can be drawn when transmitting an increasing number of fixed-length packets. Based on these proofs we conclude that the developed JSCC-allocation process can rely on a Lagrangian-multiplier method. In order to reduce the computational complexity of the allocation mechanism, we propose a novel Viterbi-based search-algorithm, which determines for every subband the near-optimum number of packets and their corresponding code-rates. We show that our proposed solution results in significant complexity reductions while providing very near-to-optimal performance. The experimental results show that when the channel estimation matches the real channel that the use of UEP can deliver significantly better results than the use of EEP.
机译:在异构网络上将图像传输到大量终端,诱导有效可伸缩图像编码,以及适应的错误控制机制,以保护压缩比特流免受由分组损耗引起的降级。在这种情况下,我们提出了一种最佳的关节源信道编码(JSCC)方法与发送的数据包的不等误差保护(UEP)结合,其能够通过二进制擦除通道的基于嵌入的小波的编码图像的错误弹性传输。理论上,我们示出了单独编码的子带的平均预期率 - 失真函数与单调减少斜率凸,并证明在发送越来越多的固定长度分组时可以绘制与允许的码率的边界相似的结论。基于这些证据,我们得出结论,发达的JSCC分配过程可以依赖拉格朗日 - 乘法器方法。为了降低分配机制的计算复杂性,我们提出了一种新的基于维特比的搜索算法,其确定每个子带的分组近最佳分组和它们的相应码率。我们表明,我们提出的解决方案导致显着的复杂性减少,同时提供了非常接近的性能。实验结果表明,当信道估计与真实频道匹配时,使用UEP的使用可以提供比EEP的使用明显更好的结果。

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