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Two low complexity decoding algorithms for LDPC codes

机译:LDPC码的两种低复杂度解码算法

摘要

In the present invention, two improved variants of the reliability-based iterative majority-logic decoding algorithm for regular low-density parity-check (LDPC) codes are presented. The new algorithms are obtained by introducing a different reliability measure for each check-sum of the parity-check matrix, and taking it into account in the computation of the extrinsic information that is used to update the reliability measure of each received bit in each iteration. In contrast to the first algorithm, the second algorithm includes check reliability that changes at each iteration. For the tested random and structured LDPC codes, both algorithms, while requiring very little additional computational complexities, achieve a considerable error performance gain over the standard one. More importantly, for short and medium block length LDPC codes of relatively large column weight, both algorithms outperform or perform just as well as the iterative decoding based on belief propagation (IDBP) with less decoding complexity.
机译:在本发明中,提出了用于常规低密度奇偶校验(LDPC)码的基于可靠性的迭代多数逻辑解码算法的两个改进的变型。通过为奇偶校验矩阵的每个校验和引入不同的可靠性度量,并在用于更新每次迭代中更新每个接收位的可靠性度量的外部信息的计算中将其考虑在内,可以获得新算法。与第一算法相反,第二算法包括在每次迭代中改变的校验可靠性。对于经过测试的随机和结构化LDPC码,这两种算法虽然几乎不需要额外的计算复杂度,但与标准算法相比,可以获得相当大的错误性能增益。更重要的是,对于列权重较大的短块和中块长度LDPC码,这两种算法的性能都优于或执行与基于置信传播(IDBP)的迭代解码一样,且解码复杂度较低。

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