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Construction of quasi-cyclic low-density parity-check codes for simplifying shuffle networks in layered decoder

机译:构造准循环低密度奇偶校验码以简化分层解码器中的混洗网络

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摘要

Offset Shuffle Networks (OSNs) interleave a-posterior probability messages in the Block Row-Layered Decoder (BRLD) of Quasi-Cyclic Low-Density Parity-Check (QC-LDPC) codes. However, OSNs usually consume a significant amount of computational resources and limit the clock frequency, particularly when the size of the Circulant Permutation Matrix (CPM) is large. To simplify the architecture of the OSN, we propose a Simplified Offset Shuffle Network Block Progressive Edge-Growth (SOSN-BPEG) algorithm to construct a class of QC-LDPC codes. The SOSN-BPEG algorithm constrains the shift values of CPMs and the difference of the shift values in the same column by progressively appending check nodes. Simulation results indicate that the error performance of the SOSN-BPEG codes is the same as that of the codes in WiMAX and DVB-S2. The SOSN-BPEG codes can reduce the complexity of the OSNs by up to 54.3%, and can improve the maximum frequency by up to 21.7% for various code lengths and rates.
机译:偏移混洗网络(OSN)在准循环低密度奇偶校验(QC-LDPC)码的块行分层解码器(BRLD)中交织后验概率消息。但是,OSN通常会消耗大量的计算资源并限制时钟频率,特别是在循环排列矩阵(CPM)较大的情况下。为了简化OSN的体系结构,我们提出了一种简化的偏移混洗网络块渐进边缘增长(SOSN-BPEG)算法,以构造一类QC-LDPC码。 SOSN-BPEG算法通过逐步添加校验节点来约束CPM的偏移值和同一列中偏移值的差异。仿真结果表明,SOSN-BPEG码的误码性能与WiMAX和DVB-S2中的误码性能相同。 SOSN-BPEG代码可以将OSN的复杂度降低多达54.3%,并且对于各种代码长度和速率,可以将最大频率提高高达21.7%。

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