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动态扰动辅助的串行抵消双比特翻转Polar译码算法
曾俏丽,陈海强,周泉,刘远博,孙友明,黎相成
0
(1.广西大学 计算机与电子信息学院,南宁530004;2.广西多媒体通信与网络技术重点实验室,南宁530004)
摘要:
针对串行抵消翻转译码算法(Successive Cancellation Flip,SCF)受限于单比特翻转而性能提升有限问题,提出了一种双比特翻转译码算法(Successive Cancellation Flip with 2 Bits,SCF2)。针对SCP算法扰动方差初始值固定的问题,设计了一种扰动方差可随码长和码率变化的改进SCP算法。在此基础上,结合翻转和扰动机制,提出了一种动态扰动辅助的串行抵消双比特翻转(Dynamic Perturbation-Aided SCF2,DPA-SCF2)译码算法,并对其译码复杂度和性能进行了分析。仿真结果显示,相比于列表长度为4的循环冗余校验辅助串行抵消列表(Cyclic Redundancy Check Aided Successive Cancellation List,CA-SCL)译码算法,所提算法最大可获得约0.5 dB的性能增益。
关键词:  Polar码  串行抵消翻转(SCF)译码  串行抵消扰动(SCP)译码  动态扰动
DOI:10.20079/j.issn.1001-893x.220814001
基金项目:国家自然科学基金资助项目(62261003,61961004);广西重点研发计划(2021AB05081)
Decoding Algorithms for Polar Codes Based on Dynamic Perturbation-aided Successive Cancellation Flip with 2 Bits
ZENG Qiaoli,CHEN Haiqiang,ZHOU Quan,LIU Yuanbo,SUN Youming,LI Xiangcheng
(1.School of Computer,Electronics and Information,Guangxi University,Nanning 530004,China;2.Guangxi Key Laboratory of Multimedia Communications and Network Technology,Nanning 530004,China)
Abstract:
To solve the performance limitation problem of the Successive Cancellation Flip(SCF) with single bit decoding algorithm,a Successive Cancellation Flip with 2 Bits(SCF2) decoding algorithm is proposed for polar code.Since the initial variance of the original Successive Cancellation Perturbation(SCP) algorithm is fixed,an improved SCP algorithm is presented based on a new designed perturbation variance strategy,in which the variance can vary with the code length and code rate.Furthermore,according to the flipping and permutation mechanism,a Dynamic Perturbation-aided SCF2(DPA-SCF2) decoding algorithm is presented and the decoding complexity and performance are analyzed.Simulation results show that,compared with the Cyclic Redundancy Check(CRC) aided Successive Cancellation List(CA-SCL) decoding algorithm,the proposed DPA-SCF2 algorithm can achieve performance gain about 0.5 dB.
Key words:  polar code  successive cancellation flip(SCF) decoding  successive cancellation perturbation(SCP) decoding  dynamic perturbation