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A finite length performance analysis of LDPC codes constructed by connecting spatially coupled chains

机译:通过连接空间耦合链构造的LDPC码的有限长度性能分析

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The finite length performance of codes on graphs constructed by connecting spatially coupled low-density parity-check (SC-LDPC) code chains is analyzed. Successive (peeling) decoding is considered for the binary erasure channel (BEC). The evolution of the undecoded portion of the bipartite graph remaining after each iteration is analyzed as a dynamical system. It is shown that, in addition to superior iterative decoding thresholds, connected chain ensembles have better performance than single chain ensembles of the same rate and length.
机译:分析了通过连接空间耦合的低密度奇偶校验(SC-LDPC)代码链构建的图在代码上的有限长度性能。对于二进制擦除信道(BEC),考虑了连续(剥离)解码。每次迭代后剩余的二部图的未解码部分的演变被分析为动力系统。结果表明,除了具有优异的迭代解码阈值外,连接的链组件比相同速率和长度的单链组件具有更好的性能。

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