Communication method based on polarization code
A communication method and polar code technology, which is applied in the field of error correction coding and decoding, can solve the problems of not considering the importance of coding bits, low communication efficiency, and failure to significantly improve system performance, so as to reduce communication time, reduce receiving time, and improve The effect of retransmission efficiency
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Embodiment 1
[0088] Embodiment 1 provides a code length of N=128, the number of information bits K=20, CRC length J=19 polar code coding bit importance sorting method, and illustrates its sending and receiving methods. In addition, it should be noted that the coding matrix of the polar code in this embodiment is Among them, n=log 2 N, Represents the nth order Kronecker product of matrix F.
[0089] The process of polar code encoding bit importance is as follows:
[0090] (1) According to the number of information bits K=20, the number of CRC bits J=19 and the code length N=128, according to the literature I.Tal and A.Vardy, "How to construct polar codes," IEEE Transactions on Information Theory, vol The method in .59, no.10, pp.6562-6582, Oct.2013 constructs a polar code to obtain an initial polar code. In this process, the information bit position set I and the CRC bit position set I are determined crc , fixed bit position set A c ,details as follows:
[0091] I={48,56,60,62,63,64...
Embodiment 2
[0122] Embodiment 2 provides a code length of N = 128, the number of information bits K = 20, the number of check bits | R | = 14, CRC length J = 19 check concatenated polar code encoding bit importance sorting method, And give an example to illustrate its sending and receiving methods. In addition, it should be noted that the encoding matrix of the polar code of the inner code in this embodiment is
[0123] (1) First, according to the number of information bits K=20, the number of CRC bits J=19, the number of check bits |R|=14 and the code length N=128, according to the literature Tao Wang, Daiming Qu, and Tao Jiang, " Parity-Check-Concatenated Polar Codes," IEEE Communications Letters, vol.20, no.12, pp.2342-2345, Dec.2016 Concatenated polar codes for verification and construction to obtain an initial verification concatenated polarization In this process, the other four parameter information bit position sets I and CRC bit position set I of the calibrating concatenated p...
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