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Advanced Hardware Design for Error Correcting Codes by Cyrille Chavet, Philippe Coussy

By Cyrille Chavet, Philippe Coussy

This booklet presents thorough assurance of blunders correcting suggestions. It comprises crucial easy ideas and the newest advances on key issues in layout, implementation, and optimization of hardware/software structures for blunders correction. The book’s chapters are written via across the world well-known specialists during this box. subject matters comprise evolution of mistakes correction concepts, business consumer wishes, architectures, and layout techniques for the main complex errors correcting codes (Polar Codes, Non-Binary LDPC, Product Codes, etc). This ebook presents entry to contemporary effects, and is appropriate for graduate scholars and researchers of arithmetic, computing device technological know-how, and engineering.

• Examines the right way to optimize the structure of layout for mistakes correcting codes;
• offers mistakes correction codes from idea to optimized structure for the present and the following iteration standards;
• presents insurance of commercial consumer wishes complex mistakes correcting techniques.

Advanced layout for errors Correcting Codes incorporates a foreword by means of Claude Berrou.

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6 Implementation Comparison When comparing the different polar decoder implementations, it is important to ensure that they are capable of sustaining their throughput. The decoders must support loading-while-decoding or their throughput will be degraded. The easiest method to implement loading-while-decoding is to buffer additional codewords. In this section, the RAM numbers were modified where needed to ensure that the decoders can buffer an additional codeword. 8. 8 Post-fitting and information throughput results for a (16384, 14746) code on the Altera Stratix IV EP4SGX530KH40C2 Algorithm SP-SC*[4] TPSC*[12] Fast-SSC[13] Fast-SSC[13] P 64 128 128 256 LUTs 29,897 7,815 13,388 25,219 Reg.

In: Proceedings of the design, automation and test in Europe, 2010 (DATE ’10), pp 1420–1425 35. Studer C, Benkeser C, Belfanti S, Huang Q (2011) Design and implementation of a parallel turbo-decoder ASIC for 3GPP-LTE. IEEE J Solid State Circuits 46(1):8 36. Gallager RG (1962) Low-density parity-check codes. IRE Trans Inf Theory 8(1):21 37. 3an-2006 (2006) Part 3: CSMA/CD Access Method and Physical Layer Specifications - Amendment: Physical Layer and Management Parameters for 10 Gb/s Operation, Type 10GBASE-T.

Therefore, constituent codes of rate 0 and rate 1 can be decoded directly without traversing the corresponding sub-trees in the decoder graph. This is illustrated in Fig. 3b, where the decoder graph is trimmed to remove such sub-trees. Such trimming was shown in [11] to improve the throughput by up to 12 times compared with SC decoding for codes of length 32768. 1 Two-Phase Successive-Cancellation Decoding While not fully an SSC decoder, the two-phase successive-cancellation (TPSC) decoder [12] was the first to employ elements of SSC to improve decoding throughput in some parts of the decoder graph.

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