基于arx的白盒实现密码分析

A. Biryukov, Baptiste Lambin, A. Udovenko
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摘要

在CRYPTO ' 22上,Ranea, Vandersmissen和Preneel提出了一种新的方法,使用所谓的隐式函数和二次仿射编码来设计基于arx的密码的白盒实现。他们建议以Speck分组密码为例。在这项工作中,我们描述了对结构的实际攻击。对于没有外部编码的实现,我们描述了一种简单的代数密钥恢复攻击。如果使用两种外部编码(作者建议的主要场景),我们提出优化和反转攻击,然后是我们的主要结果-多步轮分解攻击和基于分解的密钥恢复攻击。我们的攻击只使用白盒圆函数作为预言,而不依赖于它们的描述。我们在Speck-32/64和Speck-64/128的白盒实例上实现并实验验证了攻击。我们的结论是,单一的arx弹太弱,不能用作白盒弹。
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Cryptanalysis of ARX-based White-box Implementations
At CRYPTO’22, Ranea, Vandersmissen, and Preneel proposed a new way to design white-box implementations of ARX-based ciphers using so-called implicit functions and quadratic-affine encodings. They suggest the Speck block-cipher as an example target.In this work, we describe practical attacks on the construction. For the implementation without one of the external encodings, we describe a simple algebraic key recovery attack. If both external encodings are used (the main scenario suggested by the authors), we propose optimization and inversion attacks, followed by our main result - a multiple-step round decomposition attack and a decomposition-based key recovery attack.Our attacks only use the white-box round functions as oracles and do not rely on their description. We implemented and verified experimentally attacks on white-box instances of Speck-32/64 and Speck-64/128. We conclude that a single ARX-round is too weak to be used as a white-box round.
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