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Unified decoder architecture for LDPC/turbo codes

机译:LDPC / Turbo代码的统一解码器架构

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Low-density parity-check (LDPC) codes on par with convolutional turbo codes (CTC) are two of the most powerful error correction codes known to perform very close to the Shannon limit. However, their different code structures usually lead to different hardware implementations. In this paper, we propose a unified decoder architecture that is capable of decoding both LDPC and turbo codes with a limited hardware overhead. We employ maximum a posteriori (MAP) algorithm as a bridge between LDPC and turbo codes. We represent LDPC codes as parallel concatenated single parity check (PCSPC) codes and propose a group sub-trellis (GST) decoding algorithm for the efficient decoding of PCSPC codes. This algorithm achieves about 2X improvement in the convergence speed and is more numerically robust than the classical “tanh” algorithm. What is more interesting is that we can generalize a unified trellis decoding algorithm for LDPC and turbo codes based on their trellis structures. We propose a reconfigurable computation kernel for log-MAP decoding of LDPC and turbo codes at a cost of ∼15% hardware overhead. Small lookup tables (LUTs) with 9 entries of 2-bit data are designed to implement the log-MAP algorithm. Fixed point (6:2) simulation results show that there is negligible or nearly no performance loss by using this LUT approximation compared to the ideal case. The proposed architecture results in scalable and flexible datapath units enabling parallel decoding of LDPC/turbo codes.
机译:与卷积涡轮码(CTC)相对的低密度奇偶校验(LDPC)代码是已知的两个最强大的纠错码,以非常接近Shannon限制。但是,它们的不同代码结构通常会导致不同的硬件实现。在本文中,我们提出了一种统一的解码器架构,其能够用有限的硬件开销解码LDPC和Turbo代码。我们在LDPC和Turbo代码之间使用最大的后验(地图)算法作为桥梁。我们将LDPC代码代表为并行连接的单奇偶校验(PCSPC)代码,并提出用于PCSPC代码的有效解码的组子网格(GST)解码算法。该算法在收敛速度达到约2倍,并且比经典的“Tanh”算法更具数值鲁棒。更有趣的是,我们可以基于其格子结构概括为LDPC和Turbo代码的统一网格解码算法。我们提出了一种可重新配置的计算内核,用于以~15%的硬件开销的成本为LDPC和Turbo代码的记录解码。具有9个输入的小型查找表(LUT)的2位数据的表项旨在实现日志映射算法。固定点(6:2)仿真结果表明,与理想情况相比,通过使用这种LUT近似可以忽略不计或几乎没有性能损失。所提出的架构导致可扩展且灵活的数据路径单位,可实现LDPC / Turbo代码的并行解码。

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