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An LP-based algorithm for decoding terminated LDPC convolutional codes

机译:基于LP的终止LDPC卷积码解码算法

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Linear programming (LP) technique was demonstrated as efficient for binary and non-binary LDPC block decoding. Indeed, it improves the error correction performance of codes and provides the Maximum-likelihood (ML) certificate. In this paper, the LP algorithm is applied for decoding LDPC convolutional codes (LDPC-CC). The proposed algorithm is built on the decomposition method based on the alternating direction method of multipliers (ADMM). Motivated by the strong convergence guarantees of an ADMM based LDPC block code (LDPC-BC) decoder and its comparable complexity to a Belief Propagation (BP) based LDPC-BC decoder, the efficiency of decoding LDPC-CCs using the ADMM algorithm is empirically analyzed in this paper. Simulations are carried over LDPC-CCs derived from LDPC-BCs and the LDPC-CC proposed by the IEEE 1901 standard. Experimental results show that the LP decoding approach is a promising technique for improving LDPC-CC error correction performance.
机译:线性编程(LP)技术被证明对二进制和非二进制LDPC块解码有效。实际上,它提高了代码的纠错性能,并提供了最大似然(ML)证书。本文将LP算法应用于LDPC卷积码(LDPC-CC)的解码。所提出的算法是建立在基于乘法器交替方向法(ADMM)的分解方法的基础上的。基于基于ADMM的LDPC块码(LDPC-BC)解码器的强大收敛保证,以及其与基于置信传播(BP)的LDPC-BC解码器相当的复杂性,通过经验分析了使用ADMM算法解码LDPC-CC的效率在本文中。在源自LDPC-BC的LDPC-CC和IEEE 1901标准提出的LDPC-CC上进行仿真。实验结果表明,LP解码方法是提高LDPC-CC纠错性能的有前途的技术。

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