Limited search trellis decoding of convolutional codes

作者: J.B. Anderson

DOI: 10.1109/18.42212

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摘要: The least storage and node computation required by a breadth-first tree or trellis decoder that corrects t errors over the binary symmetric channels is calculated. Breadth-first decoders work with code paths of same length, without backtracking. Viterbi algorithm an exhaustive this type; other schemes look at subset paths. For random codes, theorems about asymptotic number their depth are proved. concrete convolutional worst case for error sequences measured. In both cases optimal has simple dependence on t. M algorithms proposed G.J. Foschini (ibid., vol.IT-23, p.605-9, Sept. 1977) S.J. Simmons (PhD. diss., Queens Univ., Kingston, Ont., Canada) optimal, nearly so; they all far more efficient than algorithm. >

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