关键时间表引导的持续故障攻击

IF 8.7 1区 计算机科学 Q1 COMPUTER SCIENCE, THEORY & METHODS IEEE Transactions on Information Forensics and Security Pub Date : 2024-11-11 DOI:10.1109/TIFS.2024.3495234
Xue Gong;Fan Zhang;Xinjie Zhao;Jie Xiao;Shize Guo
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引用次数: 0

摘要

持续故障分析(PFA)是在CHES 2018中提出的一种强大的分析技术,它利用在执行之前注入的故障并在整个加密过程中持续存在。然而,当它应用于具有多个s盒的分组密码时,密钥不能在一次攻击中恢复。攻击者必须多次进行故障攻击,并将故障注入到所有不同的s盒中。本文提出了密钥调度引导的持续故障攻击(KGPFA),利用密钥调度指导故障注入和故障分析。通过对密钥调度的分析,KGPFA利用了同一故障s盒在不同轮中导致的密钥泄漏之间的关系。这样可以减少攻击次数和恢复密钥所需的故障次数。我们的主要贡献是双重的。首先,在故障注入步骤中,我们提出了密钥调度导向的持续故障注入(KGPFI)策略,以减少纯密文攻击和已知明文攻击下的攻击次数和故障数量。其次,在故障分析步骤中,由于目标密码是基于feistel的,我们提出了无效代数持久故障分析(IAPFA),扩展了代数持久故障分析(APFA)在无效持久故障设置中的应用。为了证明我们技术的有效性,我们将KGPFA应用于具有多个s -box、DES、3DES、LBlock和Camellia的四种广泛使用的分组密码。在我们的实验中,在纯密文攻击中,使用300个无效密文(对应827个密文)和4个故障s盒,在12.18min内就可以恢复DES密钥。在已知明文的假设下,在2.34h内两个故障s盒内恢复DES密钥。对于LBlock,在1.16分钟内用两个错误的s盒和100个无效的密文(对应6211个密文)恢复密钥。
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Key Schedule Guided Persistent Fault Attack
Persistent Fault Analysis (PFA) is a powerful analysis technique proposed in CHES 2018, which utilizes those faults that are injected before execution and persist throughout the encryption. However, when it is applied to the block cipher which has multiple S-boxes, the key cannot be recovered in just one attack. The adversary has to conduct the fault attack several times and inject faults into all the distinct S-boxes. In this paper, we propose Key Schedule Guided Persistent Fault Attack (KGPFA), which utilizes the key schedule to guide the fault injection and fault analysis. By analyzing the key schedule, KGPFA exploits the relations between the key leakages caused by the same faulty S-box in various rounds. It can reduce the number of attacks and the number of faults required to recover the key. Our major contributions are twofold. Firstly, in the fault injection step, we provide Key Schedule Guided Persistent Fault Injection (KGPFI) strategies to reduce the number of attacks and the number of faults under the assumption of both ciphertext-only and known-plaintext attacks. Secondly, in the fault analysis step, as our target ciphers are Feistel-based, we propose the Ineffective Algebraic Persistent Fault Analysis (IAPFA) to extend the usage of Algebraic Persistent Fault Analysis (APFA) in the ineffective persistent fault setting. To demonstrate the effectiveness of our technique, we apply KGPFA to four widely used block ciphers with multiple S-boxes, DES, 3DES, LBlock, and Camellia. In our experiment, in the ciphertext-only attack, the key of DES can be recovered with 300 ineffective ciphertexts (coresponding to 827 ciphertexts) and four faulty S-boxes within 12.18min. Under the assumption of known-plaintext, the key of DES is recovered within two faulty S-boxes in 2.34h. For LBlock, the key is recovered with two faulty S-boxes and 100 ineffective ciphertexts (coresponding to 6211 ciphertexts) in 1.16min.
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来源期刊
IEEE Transactions on Information Forensics and Security
IEEE Transactions on Information Forensics and Security 工程技术-工程:电子与电气
CiteScore
14.40
自引率
7.40%
发文量
234
审稿时长
6.5 months
期刊介绍: The IEEE Transactions on Information Forensics and Security covers the sciences, technologies, and applications relating to information forensics, information security, biometrics, surveillance and systems applications that incorporate these features
期刊最新文献
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