用于8PSK调制的LDPC码的均匀量化

Chen Zhengkang, Zhang Huisheng, L. Lixin, Zhuo Meng
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引用次数: 0

摘要

在低密度奇偶校验码的理论研究中,通常使用高精度浮点运算,但在实际应用中很难实现。因此,迫切需要设计一种有效的定量方法,使其易于在硬件上实现。本文详细研究了8PSK调制下LDPC码的最小和译码算法,并对均匀量化方法进行了分析和推导。利用该方法对初始消息进行量化,在每次迭代后将变量消息和检查消息转换为整数。然后实现了基于整数算法的8PSK调制最小和译码算法。仿真结果表明,均匀量化的最小和译码算法的性能接近高精度浮点和积译码算法。同时,该算法中所有变量均为定长整数,便于硬件实现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Uniform quantization of LDPC codes for 8PSK modulation
It's common to use high-precision floating-point operations on theoretical study of the Low Density Parity Check (LDPC) codes, but it is difficult to implement it in practical application. Therefore, there is a great need to design effective quantitative method which enables us to implement it in hardware easily. In this paper, the min-sum decoding algorithm of LDPC codes for 8PSK modulation is studied in detail, and the method of the uniform quantization is analyzed and deduced. With this method to quantify the initial message, the variable messages and check messages are converted into integers after each iteration. Then the min-sum decoding algorithm based on integer arithmetic for 8PSK modulation is implemented. Simulation results demonstrate that the performance of the min-sum decoding algorithm with the uniform quantization is close to that of the high-precision floating-point sum-product decoding algorithm. Meanwhile, all the variables in the algorithm are fixed-length integers, so it is convenient for hardware implementation.
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