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基于截断表的保留格式加密算法TT-FPE

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保留格式加密算法可以在加密的同时保证明文和密文格式相同,解决了信用卡号、电话号码、身份证号等敏感数据明文存储易造成隐私泄露等问题.当前保留格式加密方案大多基于Prefix、Cycle-Walk-ing和Generalized-Feistel算法进行扩展和改进,存在多次调用Cycle-Walking结构的不确定性问题,同时,现有保留格式加密算法处理的问题域有一定的局限性.提出一种新型的基于截断表的保留格式加密算法,仅需调用一次Cycle-Walking结构,使加密结果落入问题域,以及在截断表算法基础上提出分段处理方案,进一步扩大了保留格式加密算法处理的问题域.并且通过安全性分析,证明了所提算法是安全的,能够抵御恶意敌手攻击.实验结果表明所提算法具有高效性,可将保留格式加密过程重复调用Cycle-Walking结构的次数降至 0.且与先前保留格式加密算法相比,平均每字节加密开销相当.
A Truncationed Table-based Format-preserving Encryption Algorithm TT-FPE
Format-preserving encryption(FPE)algorithms can encrypt data while ensuring that the plaintext and ciphertext have the same format.This addresses the problem of privacy leakage caused by storing sensitive data in plaintext,such as credit card numbers,phone numbers,and ID numbers.Current FPE algorithms are mostly extended and improved based on prefix,cycle-walk-ing,and generalized-Feistel algorithms,and face issues with the uncertainty of multiple calls to the cycle-walking structure.Additionally,existing format-preserving encryption algorithms have certain limitations in terms of the problem domain they address.This paper proposes a novel format-preser-ving encryption algorithm based on a truncated table,which requires only a single call to the cycle-walking structure,ensuring that the encryption result falls within the problem domain.Furthermore,based on the truncated table algorithm,a segment-based processing scheme is proposed,which fur-ther expands the problem domain that the format-preserving encryption algorithm can address.Secu-rity analysis shows that our proposed protocol is secure against malicious adversaries.Experimental results demonstrate that the proposed algorithm is highly efficient,reducing the number of repeated calls to the cycle-walking structure in the format-preserving encryption process to zero.In compari-son with previous format-preserving encryption algorithms,the average encryption overhead per byte is comparable.

sensitive informationformat-preserving encryptionFeistel structureCycle-Walkingtruncate tablerandom function

杨庆、田有亮、熊金波

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贵州大学公共大数据国家重点实验室,贵州 贵阳 550025

贵州大学计算机科学与技术学院,贵州 贵阳 550025

福建省网络安全与密码学重点实验室,福建 福州 350117

敏感信息 保留格式加密 Feistel结构 Cycle-Walking 截断表 随机函数

2025

福建师范大学学报(自然科学版)
福建师范大学

福建师范大学学报(自然科学版)

北大核心
影响因子:0.353
ISSN:1000-5277
年,卷(期):2025.41(1)