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Weighted symbol-flipping decoding algorithm for nonbinary LDPC codes with flipping patterns

机译:具有翻转模式的非二进制LDPC码的加权符号翻转解码算法

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摘要

A novel low-complexity weighted symbol-flipping algorithm with flipping patterns to decode nonbinary low-density parity-check codes is proposed. The proposed decoding procedure updates the hard-decision received symbol vector iteratively in search of a valid codeword in the symbol vector space. Only one symbol is flipped in each iteration, and symbol flipping function, which is employed as the symbol flipping metric, combines the number of failed checks and the reliabilities of the received bits and calculated symbols. A scheme to avoid infinite loops and select one symbol to flip in high order Galois field search is also proposed. The design of flipping pattern's order and depth, which is dependent of the computational requirement and error performance, is also proposed and exemplified. Simulation results show that the algorithm achieves an appealing tradeoff between performance and computational requirement over relatively low Galois field for short to medium code length.
机译:提出了一种新颖的具有翻转模式的低复杂度加权符号翻转算法,对非二进制低密度奇偶校验码进行解码。所提出的解码过程在符号向量空间中寻找有效码字来迭代地更新硬判决接收的符号向量。在每次迭代中仅翻转一个符号,并且用作符号翻转度量的符号翻转功能结合了失败检查的次数以及接收到的位和计算出的符号的可靠性。还提出了避免无限循环并选择一个符号在高阶Galois场搜索中翻转的方案。还提出并举例说明了翻转图案的顺序和深度的设计,该设计取决于计算要求和错误性能。仿真结果表明,对于较短至中等的代码长度,该算法在相对较低的Galois字段上实现了性能与计算要求之间的吸引人的折衷。

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