Security of generalized signature scheme based on discrete logarithms and factorization

Chien-Lung Hsu, Yu-Hao Chuang, Wei-Hua He, So-Lin Yen, C. Tseng, Chia-Wen Chen
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Abstract

In 2005, Pon et al. proposed a generalized signature scheme based on the intractability of solving two well-known cryptographic assumptions, the factorization (FAC) and the discrete logarithm problem (DLP). They claimed that their scheme is still secure, provided that one of these two assumptions is solved. This paper, however, will show that Pon et al.'s scheme is insecure against the universal forgery attack if the adversary can solve the DLP.
基于离散对数和因子分解的广义签名方案的安全性
2005年,Pon等人提出了一种广义签名方案,该方案基于求解两个众所周知的密码学假设——因子分解(FAC)和离散对数问题(DLP)的难解性。他们声称,只要这两个假设中的一个得到解决,他们的方案仍然是安全的。然而,本文将证明Pon等人的方案对于普遍伪造攻击是不安全的,如果对手能够解出DLP。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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