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Wrap-around sliding-window near-ML decoding of binary LDPC codes over the BEC

机译:通过BEC对二进制LDPC码进行环绕式滑动窗口近ML解码

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A novel method of low-complexity near-maximum-likelihood (ML) decoding of quasi-cyclic (QC) low-density parity-check (LDPC) codes over the binary erasure channel is presented. The idea is similar to wrap-around decoding of tail-biting convolutional codes. ML decoding is applied to a relatively short window which is cyclically shifted along the received sequence. The procedure is repeated until either all erasures have been corrected, or no new erasures are corrected at a certain round. A new upper bound on the ensemble-average ML decoding error probability for a finite-length row-regular LDPC code family is derived and presented. Furthermore, a few examples of regular and irregular QC LDPC codes are studied by simulations and their performance is compared with the ensemble-average performance. Finally, the impact of the codeword weight and stopping set size spectra on the ML and belief-propagation decoding performance is discussed.
机译:提出了一种新的在二进制擦除信道上对准循环(QC)低密度奇偶校验(LDPC)码进行低复杂度的近似最大似然(ML)解码的方法。这个想法类似于尾部卷积码的环绕解码。 ML解码应用于相对较短的窗口,该窗口沿接收的序列循环移位。重复该过程,直到纠正了所有擦除,或者在特定的回合中没有纠正新的擦除。推导并给出了有限长度的行常规LDPC码族的集合平均ML解码错误概率的新上限。此外,通过仿真研究了规则和不规则QC LDPC码的一些示例,并将其性能与整体平均性能进行了比较。最后,讨论了码字权重和停止集大小谱对ML和置信度传播解码性能的影响。

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