A novel bit mapping scheme for high-order polar coded modulation systems

Zhiwei Li , Jianguo Yuan , Rui Zhang , Sheng Huang

Optoelectronics Letters ›› 2021, Vol. 17 ›› Issue (11) : 683 -687.

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Optoelectronics Letters ›› 2021, Vol. 17 ›› Issue (11) : 683 -687. DOI: 10.1007/s11801-021-1062-x
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A novel bit mapping scheme for high-order polar coded modulation systems

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Abstract

In order to improve the spectrum efficiency of the high-order polar coded modulation systems, the polar code is used as the component code of the bit-interleave coded modulation (BICM) system, a novel bit mapping scheme is proposed considering of the channel polarization and successive cancellation (SC) decoding principle of polar codes as well as the unequal protection of equivalent channels by modulator. In this scheme, the frozen bits on the unreliable split channel are allocated to the equivalent channel with the low protection of the modulator, while the equivalent channels with the high protection are used to transmit the information bits. Thus, the error-correcting performance of polar codes is improved. Compared with some bit mapping schemes, the proposed bit mapping scheme only needs to divide and choose the parameters of the split channels reliability measurement, the complexity does not increase obviously, and simulation results show that the proposed scheme has the better performance under the quadrature amplitude modulation (QAM) modulation based on the Gray mapping.

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Zhiwei Li, Jianguo Yuan, Rui Zhang, Sheng Huang. A novel bit mapping scheme for high-order polar coded modulation systems. Optoelectronics Letters, 2021, 17(11): 683-687 DOI:10.1007/s11801-021-1062-x

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References

[1]

WangQ, WangL, LuoY J. A low-complexity rate-compatible polar codes[J]. Journal of Chongqing University of Posts and Telecommunications (natural science edition), 2019, 31(2):200-206(in Chinese)

[2]

ArikanE. Channel polarization: a method for constructing capacity-achieving codes for symmetric binary-input memoryless channels[J]. IEEE transactions on information theory, 2009, 55(7):3051-3073

[3]

ChenF T, ChenY, YuY K, et al.. List polar decoder jointed with successive cancellation and sphere decoding[J]. Journal of Chongqing University of Posts and Telecommunications (natural science edition), 2021, 33(1):81-86(in Chinese)

[4]

ShiX, LiX L, ZhouL, et al.. Application of polar code in 5G communication under high order modulation[J]. Radio communications technology, 2020, 46(1):63-67(in Chinese)

[5]

ShinD M, LimS C, YangK. Mapping selection and code construction for 2m-ary polar-coded modulation[J]. IEEE communications letters, 2012, 16(6):905-908

[6]

ShiX, ZhouL, ZhangS Y, et al.. Single-layer high-order polar coded modulation system with improved interleaver[J]. Journal of signal processing, 2020, 36(2):210-216(in Chinese)

[7]

YuQ P, ShiZ P, LiX W, et al.. Mapping design for 2m-ary bit-interleaved polar coded modulation[J]. IEEE access, 2019, 7: 116774-116784

[8]

FanT T, YangW, XuC L. Performance of BICM system based on polar code in AWGN channel[J]. Journal of Southeast University: natural science edition, 2016, 46(1):18-22(in Chinese)

[9]

TrifonovP. Efficient design and decoding of polar codes[J]. IEEE transactions on communications, 2012, 60(11):3221-3227

[10]

ZhouY, LiR, ZhangH, et al.. Polarization weight family methods for polar code construction[C], 2018, New York, IEEE: 1-5

[11]

TalI, VardyA. List decoding of polar codes[J]. IEEE transactions on information theory, 2015, 61(5):2213-2226

[12]

NiuK, ChenK. Crc-aided decoding of polar codes[J]. IEEE communications letters, 2012, 16(10):1668-1671

[13]

LiuW, DuanH G. Adaptive successive cancellation list bit-flip decoding of polar codes[J]. Journal of Chongqing University of Posts and Telecommunications (natural science edition), 2021, 33(1):87-93(in Chinese)

[14]

LeeH Y, PanY H, UengY L. A node-reliability based crc-aided successive cancellation list polar decoder architecture combined with post-processing[J]. IEEE transactions on signal processing, 2020, 68: 5954-5967

[15]

CaireG, TariccoG, BiglieriE. Bit-interleaved coded modulation[J]. IEEE transactions on information theory, 1998, 44(3):927-946

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