用伽罗瓦/计数器模式保护白盒分组密码

Nanjiang Xie, Zheng Gong, Yufeng Tang, Lei Wang, Yamin Wen
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引用次数: 0

摘要

一直以来,白盒密码学研究人员关注的是某些原语的设计和实现,而对密码工作模式的实践研究较少。例如,伽罗瓦/计数器模式(GCM)要求分组密码只执行加密操作,这在白盒安全模型下不可避免地面临代码提升攻击。本文提出了一种抗代码提升的GCM(称为WBGCM)来缓解白盒环境中的这种安全缺陷。其基本思想是将外部编码与GCM中的异或操作相结合,因此分别采用外部编码(WBGCM-EE)和掩码(wbgcm - making)设计了两种不同的方案。此外,利用Chow等人的白盒AES对WBGCM进行了实例化,实验表明,WBGCM- ee和WBGCM- masking的处理速度达到了5mbytes /Second左右,存储开销很小。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Protecting White-Box Block Ciphers with Galois/Counter Mode
All along, white-box cryptography researchers focus on the design and implementation of certain primitives but less to the practice of the cipher working modes. For example, the Galois/Counter Mode (GCM) requires block ciphers to perform only the encrypting operations, which inevitably facing code-lifting attacks under the white-box security model. In this paper, a code-lifting resisted GCM (which is named WBGCM) is proposed to mitigate this security drawbacks in the white-box context. The basic idea is to combining external encodings with exclusive-or operations in GCM, and therefore two different schemes are designed with external encodings (WBGCM-EE) and maskings (WBGCM-Maksing), respectively. Furthermore, WBGCM is instantiated with Chow et al.'s white-box AES, and the experiments show that the processing speeds of WBGCM-EE and WBGCM-Masking achieves about 5 MBytes/Second with a marginal storage overhead.
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