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Performance enhancement of modified log MAP decoding algorithm for turbo codes

机译:涡轮码修改日志地图解码算法的性能增强

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Turbo decoder uses any one of the decoding algorithm, Maximum A posteriori Probability (MAP), or Soft Output Viterbi Algorithm (SOVA) because it produces error correction near to Shannon's limit. The Log MAP is a Soft Input Soft Output (SISO) algorithm, which determines the log likelihood of each transmitted data bit. A simple but effective technique to improve the performance of Log MAP algorithm is to scale the extrinsic information exchanged between two decoders. Modified Log MAP (MMAP) algorithm is achieved by fixing an arbitrary value for inner decoder (S2) and an optimized value for the outer decoder (S1). In Enhanced Log MAP (EMAP), both S1 and S2 are optimized. This paper presents the performance enhancement for the modified Log MAP decoding algorithm by optimizing the scaling factors S1, S2 and Eb/No to achieve low bit error rate (BER). A comprehensive analysis of the selection of scaling factors according to channel conditions and decoding iterations are presented. The performance of various scaling factors is compared and optimized scaling factor is obtained. Choosing an empirical scaling factor for all Eb/No is compared with the best scaling factor selection for changing channel conditions and iterations. The use of an emphatically determined optimal scaling factor improved the performance of decoding algorithms in terms of BER. A typical BER improvement is in the order of 10-2 for Additive White Gaussian Noise Channel (AWGN). Appropriate mathematical relationship between scaling factor and Eb/No is also obtained.
机译:Turbo解码器使用解码算法中的任何一种,最大后验概率(MAP),或软输出维特比算法(SOVA),因为它会产生靠近Shannon的限制的纠错。日志映射是软输入软输出(SISO)算法,其确定每个传输数据位的日志似然。一种简单但有效的技术来提高日志地图算法的性能是缩放两个解码器之间交换的外在信息。通过固定内解码器(S 2 )的任意值来实现修改的日志映射(MMAP)算法,以及外解码器的优化值(S 1 )。在增强的日志映射(EMAP)中,S 1 和s 2 是优化的。本文通过优化缩放因子S 1 ,s 2 和eb / no来实现修改的日志映射解码算法的性能增强,以实现低位错误率(BER) 。介绍了根据信道条件和解码迭代的缩放因子选择的全面分析。比较各种缩放因子的性能,并获得优化的缩放因子。选择所有EB / NO的经验缩放因子与用于改变信道条件和迭代的最佳缩放因子选择。强调确定的最佳缩放因子在BER方面提高了解码算法的性能。典型的BER改进是加附加白色高斯噪声通道(AWGN)的10 -2 的顺序。还获得了缩放系数和EB / No之间的适当数学关系。

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