基于素数差分分析的多素数幂模密码分析攻击

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引用次数: 0

摘要

Rivest、Shamir和Adleman密码系统(RSA)及其变体的安全性依赖于整数分解问题的难易程度。本文提出了一种基于密钥方程的RSA变体的短解密指数攻击,其中对素数差分进行了仔细分析,并提出了一个近似,使我们能够得到一个改进的界,从而导致变体的多项式时间分解。
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Cryptanalysis Attacks on Multi Prime Power Modulus Through Analyzing Prime Difference
The Security of Rivest, Shamir and Adleman Cryptosystem known as RSA and its variants rely on the difficulty of integer factorization problem. This  paper presents a short decryption exponent attack on RSA variant  based on the key equation    where prime difference was carefully analyzed and came up with an approximation of  as   which enabled us to obtain an improved bound  that led to the polynomial time factorization of the variant .
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