2017 9th International Conference on Wireless Communications and Signal Processing (WCSP) 2017
DOI: 10.1109/wcsp.2017.8170924
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Distance spectrum and optimized design of concatenated polar codes

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Cited by 10 publications
(8 citation statements)
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“…Introducing PC bits in the middle of the decoding instead of a single CRC check at the end makes it easier to tune the polar code spectrum; bit-channels corresponding to minimum weight rows are the best candidates to host parity checks [44]. 3GPP decided to adopt a low complexity PC design based on shift registers [45] in conjunction with a classical CRC, as proposed in [46], to improve the code design flexibility. The insertion of an interleaver between the CRC encoder and the polar encoder may have a positive impact on the performance of the code due to the induced change in the number of minimum weight codewords [47].…”
Section: Assistant Bits Designmentioning
confidence: 99%
“…Introducing PC bits in the middle of the decoding instead of a single CRC check at the end makes it easier to tune the polar code spectrum; bit-channels corresponding to minimum weight rows are the best candidates to host parity checks [44]. 3GPP decided to adopt a low complexity PC design based on shift registers [45] in conjunction with a classical CRC, as proposed in [46], to improve the code design flexibility. The insertion of an interleaver between the CRC encoder and the polar encoder may have a positive impact on the performance of the code due to the induced change in the number of minimum weight codewords [47].…”
Section: Assistant Bits Designmentioning
confidence: 99%
“…where P(t * = t), the probability of correct decoding at the t-th additional attempt, can be obtained by Monte-Carlo simulations, while P FA and P UE , the probabilities related to CRC, can be approximately estimated by the method in [32]. Assume the error probability of the information bit p ∈ [0, 0.5], the AWGN channel with p can be approximately converted into a discrete binary symmetry channel(BSC) with…”
Section: The Performance Analysismentioning
confidence: 99%
“…where A i = |{c|c ∈ C, w(c) = i}| denotes the number of codes c with weight i in the codebook C and k is the information length of CRC-polar codes. The weight distribution A i is obtained by enumerating all short length codewords or SCL with an extremely large list for relatively long length codewords [32]. Using P UE ≤ 2 k − 1 2 −k−r ≤ 2 −r , we get the upper bound of P BSCF according to [32], [33].…”
Section: The Performance Analysismentioning
confidence: 99%
“…An analysis of the CPC based on the WEF and the MacWilliams identity has been recently developed in [27] but with reference to specific codes and then ignoring the (average) impact of different interleavers, that instead we are able to take into account through the study of the ensembles. The latter issue will be discussed in Section IV.…”
Section: A Weight Enumeratorsmentioning
confidence: 99%