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Applications of Adaptive Belief Propagation Decoding for Long Reed-Solomon Codes

机译:长芦苇尺码的自适应信念传播解码的应用

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Reed-Solomon (204, 188) code has been widely used in many digital multimedia broadcasting systems. This paper focuses on the low complexity derivation of adaptive belief propagation bit-level soft decision decoding for this code. Simulation results demonstrate that proposed normalized min-sum algorithm as belief propagation (BP) process provides the same decoding performance in terms of packet-error-rate as sum-product algorithm. An outer adaptation scheme by moving adaptation process of parity check matrix out of the BP iteration loop is also introduced to reduce decoding complexity. Simulation results show that the proposed two schemes perform a good trade-off between the decoding performance and decoding complexity.
机译:Reed-Solomon(204,188)代码已广泛用于许多数字多媒体广播系统。本文重点介绍该代码的适应信念传播比特级软判决解码的低复杂性推导。仿真结果表明,建议的归一化最小和算法作为信仰传播(BP)过程在分组误差率方面提供了相同的解码性能作为Sum-Mapletithm。还引入了通过移动奇偶校验矩阵的适应过程的外部适应方案,以减少解码复杂性。仿真结果表明,建议的两种方案在解码性能和解码复杂性之间进行了良好的权衡。

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