“…Each decoding retrieves a new subset of information symbols associated with the current end node. In both cases, maximum likelihood decoding has complexity order at most n log 2 n [4]. Simple analysis also shows that recalculating all posterior probabilities in ( 4) and ( 5) has complexity at most 5n.…”
We consider recursive decoding techniques for RM codes, their subcodes, and newly designed codes. For moderate lengths up to 512, we obtain near-optimum decoding with feasible complexity.
“…Each decoding retrieves a new subset of information symbols associated with the current end node. In both cases, maximum likelihood decoding has complexity order at most n log 2 n [4]. Simple analysis also shows that recalculating all posterior probabilities in ( 4) and ( 5) has complexity at most 5n.…”
We consider recursive decoding techniques for RM codes, their subcodes, and newly designed codes. For moderate lengths up to 512, we obtain near-optimum decoding with feasible complexity.
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