2017
DOI: 10.1109/tcsii.2016.2596777
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Novel Folded-KES Architecture for High-Speed and Area-Efficient BCH Decoders

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Cited by 11 publications
(7 citation statements)
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“…Considering the broadcasting standards, we select two BCH codes over GF (2 16 ) and GF(2 14 ), where the number of correctable errors is equally set to 12. For fair comparisons, the area efficiency is used for this work, which is defined as follows [27]:…”
Section: Implementation Results Of Dual-m Sc and Cs Blocksmentioning
confidence: 99%
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“…Considering the broadcasting standards, we select two BCH codes over GF (2 16 ) and GF(2 14 ), where the number of correctable errors is equally set to 12. For fair comparisons, the area efficiency is used for this work, which is defined as follows [27]:…”
Section: Implementation Results Of Dual-m Sc and Cs Blocksmentioning
confidence: 99%
“…14 can be folded by sharing the greycolored processing elements (PEs), allowing more processing cycles [23]. Compared to this PE-level global folding, the recent architecture in [27] reveals that the multiplier-level local folding provides better area-efficiency by even reducing the internal critical delay as well as the hardware complexity. However, these techniques are only targeting the fixed-m KES architecture, no longer suitable for developing the areaefficient fully-flexible BCH decoder.…”
Section: A the Previous Folded-kes Architecturesmentioning
confidence: 99%
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“…The 18-parallel BCH decoder is utilized to decode a data block at every cycle. More precisely, as described in Figure 8b, the well-known three-stage pipelined decoder architecture associated with the codeword FIFO is introduced where each stage is fully optimized by adopting the previous techniques including the common subexpression (CSE)-elimination on syndrome calculation (SC) and Chien search (CS) units [34] and the low-complexity folded architecture on key equation solver (KES) unit [35]. As depicted in Figure 7, the decoded block is moved to the OFIFO, which is accessed by the serializer with the 16b output interface, providing the original media information to the wireless HMD.…”
Section: Hardware Architecture For Baseband Processingmentioning
confidence: 99%
“…There have been many algorithms like Berlekamp–Massey (BM), Peterson, and others proposed to solve the key equation [3,7], but the inversion-less BM (iBM) algorithm is predominantly used in high throughput architectures [6,21]. Park et al [22] proposed a novel folded method to reduce the area in the hardware architecture, but the proposed method takes more clock cycles and is proportional to the folding factor. For the final step, the Chien Search (CS) algorithm is used to locate the error position from the error locator polynomial equation.…”
Section: Introductionmentioning
confidence: 99%