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5G网络量子安全算法应用研究

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随着5G网络的广泛应用,数据传输速度与容量显著提升,推动了物联网、自动驾驶、远程医疗等领域的创新发展,同时也对网络安全提出了更高要求.量子计算的进步对传统公钥密码体系构成重大威胁,Shor算法和Grover算法可分别破解基于大整数分解和离散对数问题的公钥密码,并提高对称加密算法和杂凑算法的破解效率.为应对这一挑战,全球多个标准化组织正积极推进量子安全密码的研究与标准化工作.首先概述了5G网络架构及其安全需求,并分析了量子计算对传统密码体系的影响.随后,介绍了量子安全密码算法的最新进展,并探讨了这些算法在5G网络终端接入与数据传输安全中的集成方式.最后,提出了量子安全密码应用策略,并验证了其技术可行性,以期为构建更加安全可靠的5G网络提供理论和技术参考.
Research on the application of quantum-secure algorithms in 5G network
With the widespread application of 5G networks,data transmission speed and capacity have been signifi-cantly improved,promoting innovative development in fields such as the Internet of things,autonomous driving,and telemedicine.At the same time,higher requirements are put forward for network security.The progress of quantum computing technology poses a major threat to the traditional public key cryptosystem.Shor's algorithm and Grover's algorithm can crack public key cryptography based on the holeyer factorization and discrete logarithm problems re-spectively,and improve the cracking efficiency of symmetric cryptography and hash algorithms.To address this chal-lenge,multiple global standardization organizations are actively promoting the research and standardization of quantum-secure cryptography.Firstly,the 5G network architecture and its security requirements were outlined,and the impact of quantum computing on traditional cryptography was analyzed.Subsequently,the latest progress of quantum-secure cryptography algorithms was introduced,and the integration methods of these algorithms in 5G net-work terminal access and data transmission security were discussed.Finally,a quantum-secure cryptography applica-tion strategy was proposed and its technical feasibility was verified,in order to provide theoretical and technical refer-ences for building a more secure and reliable 5G network.

5G networkquantum-safe algorithmnetwork securitycryptographic application

王聪丽、李金慧、王靖然、薛伟佳、王锦华、王骞然

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中国电信股份有限公司研究院,上海 201315

云网基础设施安全国家工程研究中心,上海 201315

5G网络 量子安全算法 网络安全 密码应用

2024

电信科学
中国通信学会 人民邮电出版社

电信科学

CSTPCD北大核心
影响因子:0.902
ISSN:1000-0801
年,卷(期):2024.40(11)