2011
DOI: 10.1587/elex.8.1996
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Memory reduced MAP decoding for double-binary turbo decoder

Abstract: Abstract:In this paper, we proposed the branch metric recovery scheme to reduce the memory requirement of MAP decoding for doublebinary convolutional turbo code. The proposed technique exploits the fact that huge memory size is required to store the branch metrics in double-binary convolutional turbo decoder. In the proposed method, rather than storing the original branch metrics, the partial terms of the branch metric are stored and the branch metrics are recovered with simple additions. The implementation re… Show more

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Cited by 2 publications
(4 citation statements)
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“…However, even though the SISO decoding architecture uses sliding window technique, the SISO decoder which consists of Type-C2 or Type-L2 requires huge memory resources to store path metrics and branch metrics. To reduce the branch metric memory requirement, previous work [16] can be exploited. This paper proposes the memory reduction technique for forward memory in MAP(maximum a posteriori)-based radix-4 SISO algorithm for turbo decoder.…”
Section: Proposed Radix-4 Siso Decoding Architecturementioning
confidence: 99%
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“…However, even though the SISO decoding architecture uses sliding window technique, the SISO decoder which consists of Type-C2 or Type-L2 requires huge memory resources to store path metrics and branch metrics. To reduce the branch metric memory requirement, previous work [16] can be exploited. This paper proposes the memory reduction technique for forward memory in MAP(maximum a posteriori)-based radix-4 SISO algorithm for turbo decoder.…”
Section: Proposed Radix-4 Siso Decoding Architecturementioning
confidence: 99%
“…9, the sliding window technique, where a large frame is split into a number of small windows and the decoding algorithm is applied to each window independently, is used for reducing the memory size required to store path metrics [16]. The forward metrics are calculated prior to backward metrics and these will be stored on forward memory.…”
Section: Memory Requirement Of Radix-4 Siso Decodermentioning
confidence: 99%
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