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A Practical Cryptanalysis of the Algebraic Eraser

机译:代数橡皮擦的实用密码分析

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We present a novel cryptanalysis of the Algebraic Eraser primitive. This key agreement scheme, based on techniques from permutation groups, matrix groups and braid groups, is proposed as an underlying technology for ISO/IEC 29167-20, which is intended for authentication of RFID tags. SecureRF, the company owning the trademark Algebraic Eraser, markets it as suitable in general for lightweight environments such as RFID tags and other IoT applications. Our attack is practical on standard hardware: for parameter sizes corresponding to claimed 128-bit security, our implementation recovers the shared key using less than 8 CPU hours, and less than 64 MB of memory.
机译:我们提出了代数橡皮擦原语的一种新颖的密码学分析。该关键协议方案基于置换组,矩阵组和编织组的技术,被提议作为ISO / IEC 29167-20的基础技术,旨在用于RFID标签的身份验证。拥有商标代数橡皮擦公司的SecureRF公司将其推向市场,通常适合于RFID标签和其他物联网应用等轻量级环境。我们的攻击是在标准硬件上进行的:针对与声称的128位安全性对应的参数大小,我们的实现使用少于8个CPU小时和少于64 MB的内存来恢复共享密钥。

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