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On the complexity of turbo decoding algorithms

机译:论涡轮解码算法的复杂性

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In this paper we evaluate computational complexity of several Turbo decoding algorithms. Log Maximum A Posteriori (Log-MAP), Maximum Log-MAP (Max-Log-MAP) and the Soft Output Viterbi Algorithm (SOVA). The computational complexity is analyzed in terms of mathematical operations and the results are normalized by an equivalent addition operation for easy comparison. Furthermore, these algorithms are programmed on a DSP and the number of CPU cycles per decoded bit is measured. Our approach leads to a quick complexity estimate of a Turbo decoder with respect to the conventional Viterbi decoder. Both analyzed and measured results suggest that the Max-Log-MAP algorithm is the best implementation choice because it is the least complex and exhibits only minor performance loss.
机译:在本文中,我们评估了几种涡轮解码算法的计算复杂性。日志最大后验(log-map),最大日志映射(max-log-map)和软输出维特比算法(SOVA)。根据数学操作分析计算复杂性,结果通过等效的添加操作归一化,以便于比较。此外,这些算法在DSP上编程,测量每个解码比特的CPU周期数。我们的方法导致了对传统维特比解码器的Turbo解码器的快速复杂性估计。分析和测量结果都表明MAX-Log-Map算法是最佳的实现选择,因为它是最不重要的并且只表现出轻微的性能损失。

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