七种经典轻量级密码的统计密码分析

Runa Chatterjee, Rajdeep Chakraborty
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摘要

目前,智能世界采用的智能设备与日常生活密不可分。这些智能设备体积小、内存容量低、电池功耗低、计算能力有限,因此重量很轻。传统的加密算法在这些设备上并不适用,这种需求催生了轻量级密码学(LWC)的发展。在各种文献调查中,许多研究人员从面积、吞吐量、延迟、功耗、能量消耗、加密-解密时间等方面分析了轻量级密码。但是,没有一篇论文包含对轻量级密码的各种统计密码分析。这种比特级数据分析可以检查算法在不同攻击下的脆弱性。它确保了密码分析的难度。本文对 PRESENT、SIMON、TEA、SPECK、CLEFIA、MICKEY2.0 和 GRAIN V1 七种经典轻量级密码进行了统计数据分析。分析内容包括非均质性、雪崩比、熵、浮动频率、频率分布、自相关性、周期性、4-gram 模式分析,此外还增加了频率、序列、运行和扑克等四种随机性测试。最后,对密码的效率进行了紧凑的比较讨论。这项研究进行了权衡,证明了这项工作的独特性。它为未来的研究人员打开了一扇寻找工作领域的新窗口。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Statistical cryptanalysis of seven classical lightweight ciphers

Statistical cryptanalysis of seven classical lightweight ciphers

The smart world currently employs smart devices that are inextricably linked with everyday life. These smart devices are lightweight due to their small size, low memory capacity, low-power batteries, and limited computational capability.Conventional cryptographic algorithms aren’t applicable there. This demand leads to the development of lightweight cryptography (LWC). In various literature surveys, many researchers analysed lightweight ciphers in terms of area, throughput, latency, power consumption, energy dissipation, encryption-decryption time, etc. However, no single paper includes a variety of statistical cryptanalysis of LWCs. Such a type of bit-level data analysis checks the vulnerabilities of algorithms against different kinds of attacks. It ensures the difficulties of cryptanalysis. This paper has included seven classical lightweight ciphers PRESENT, SIMON, TEA, SPECK, CLEFIA, MICKEY2.0, and GRAIN V1, for statistical data analysis. The analysis includes non-homogeneity, avalanche ratio, entropy, floating frequency, frequency distribution, auto-correlation, periodicity, 4-gram pattern analysis.Moreover, four randomness like frequency, serial, run, and poker tests are also added. Finally, a comparative and compact discussion has made on ciphers’ efficiency. This study makes a trade-off, which proves the uniqueness of this work. It opens a new window for the upcoming researchers to search their work area.

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