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Low Complexity Decoder Architecture for Low-Density Parity-Check Codes

机译:低密度奇偶校验码的低复杂度解码器架构

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In this paper, we propose a low complexity decoder architecture for low-density parity-check (LDPC) codes using a variable quantization scheme as well as an efficient highly-parallel decoding scheme. In the sum-product algorithm for decoding LDPC codes, the finite precision implementations have an important tradeoff between decoding performance and hardware complexity caused by two dominant area-consuming factors: one is the memory for updated messages storage and the other is the look-up table (LUT) for implementation of the nonlinear function Ψ(x). The proposed variable quantization schemes offer a large reduction in the hardware complexities for LUT and memory. Also, an efficient highly-parallel decoder architecture for quasi-cyclic (QC) LDPC codes can be implemented with the reduced hardware complexity by using the partially block overlapped decoding scheme and the minimized power consumption by reducing the total number of memory accesses for updated messages. For (3, 6) QC LDPC codes, our proposed schemes in implementing the highly-parallel decoder architecture offer a great reduction of implementation area by 33% for memory area and approximately by 28% for the check node unit and variable node unit computation units without significant performancerndegradation. Also, the memory accesses are reduced by 20%.
机译:在本文中,我们为低密度奇偶校验(LDPC)码使用可变量化方案以及高效的高度并行解码方案提出了一种低复杂度的解码器体系结构。在用于解码LDPC码的和积算法中,有限精度的实现方式在解码性能和硬件复杂度之间有重要的权衡,这是由两个主要的占用面积的因素引起的:一个是用于更新消息存储的存储器,另一个是查找消息。表(LUT),用于实现非线性函数Ψ(x)。所提出的可变量化方案大大降低了LUT和存储器的硬件​​复杂性。此外,通过使用部分块重叠的解码方案,可以以降低的硬件复杂性来实现用于准循环(QC)LDPC码的高效高度并行解码器体系结构,并通过减少用于更新消息的存储器访问总数来实现功耗最小化。对于(3,6)QC LDPC码,我们在实现高度并行解码器体系结构中提出的方案可将实现区域的存储面积大幅度减少33%,对于校验节点单元和可变节点单元计算单元大为减少28%没有明显的性能下降。此外,内存访问量减少了20%。

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