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Locally-Optimized Reweighted Belief Propagation for Decoding LDPC Codes with Finite-Length

机译:用于解码LDpC码的局部优化重加权置信传播   有限长度

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摘要

In practice, LDPC codes are decoded using message passing methods. Thesemethods offer good performance but tend to converge slowly and sometimes failto converge and to decode the desired codewords correctly. Recently,tree-reweighted message passing methods have been modified to improve theconvergence speed at little or no additional complexity cost. This paperextends this line of work and proposes a new class of locally optimizedreweighting strategies, which are suitable for both regular and irregular LDPCcodes. The proposed decoding algorithm first splits the factor graph intosubgraphs and subsequently performs a local optimization of reweightingparameters. Simulations show that the proposed decoding algorithm significantlyoutperforms the standard message passing and existing reweighting techniques.
机译:实际上,LDPC码是使用消息传递方法解码的。这些方法提供了良好的性能,但趋于收敛缓慢,有时无法收敛并无法正确解码所需的码字。最近,对树加权消息传递方法进行了修改,以提高收敛速度,而几乎没有或没有额外的复杂性成本。本文扩展了这一工作范围,并提出了一类适用于常规和非常规LDPC码的局部优化重加权策略。提出的解码算法首先将因子图分解为子图,然后对重加权参数进行局部优化。仿真表明,所提出的解码算法明显优于标准消息传递和现有的加权算法。

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