Differential Fault and Algebraic Equation Combined Analysis on PICO

Author:

Ding Linxi1ORCID,Zhang Hongxin12,Xu Jun3,Fang Xing4ORCID,Wu Yejing1

Affiliation:

1. School of Electronic Engineering, Beijing University of Posts and Telecommunications, Beijing 100876, China

2. Beijing Key Laboratory of Work Safety Intelligent Monitoring, Beijing University of Posts and Telecommunications, Beijing 100876, China

3. Beijing Institute of Spacecraft System Engineering, Beijing 100094, China

4. Beijing Institute of Computer Technology and Applications, Beijing 100039, China

Abstract

In modern information technology, research on block cipher security is imperative. Concerning the ultra lightweight block cipher PICO, there has been only one study focused on recovering its complete master key, with a large search space of 264, and no fault analysis yet. This paper proposes a new fault analysis approach, combining differential fault and algebraic equation techniques. It achieved the recovery of PICO’s entire master key with 40 faults in an average time of 0.57 h. S-box decomposition was utilized to optimize our approach, reducing the time by a remarkable 75.83% under the identical 40-fault condition. Furthermore, PICO’s complete master key could be recovered with 28 faults in an average time of 0.78 h, indicating a significant 237 reduction in its search space compared to the previous study. This marks the first fault analysis on PICO. Compared to conventional fault analysis methods DFA (differential fault analysis) and AFA (algebraic fault analysis), our approach outperforms in recovering PICO’s entire master key, highlighting the cruciality of key expansion complexity in block cipher security. Therefore, our approach could serve to recover master keys of block ciphers with comparably complicated key expansions, and production of more secure block ciphers could result.

Funder

National Natural Science Foundation of China

Publisher

MDPI AG

Reference36 articles.

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