吕武多代理多重签名方案的数论攻击

Fanyu Kong, Jia Yu
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引用次数: 0

摘要

Y. D. Lyuu和M. L. Wu提出了一种改进的多代理多重签名方案,并声称该方案可以抵抗伪造攻击。后来,郭立国和王立国发现了对吕武计划的内部攻击。本文提出了一种新的对Lyuu-Wu方案的攻击,当Q$大致大于N$的平方根时,利用有效的数论算法将参数$N$和$Q$分解。由此可见,在这种情况下,Lyuu-Wu的方案遭受了代理签名者的伪造攻击。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Number-Theoretic Attack on Lyuu-Wu's Multi-proxy Multi-signature Scheme
Y. D. Lyuu and M. L. Wu had proposed an improved multi-proxy multi-signature scheme, which was claimed to resist the forge attack. Lately, L. Guo and G. Wang found an inside attack on the Lyuu-Wu's scheme. In this paper, we propose a new attack on Lyuu-Wu's scheme, which can factor the parameter $N$ and $Q$ by using efficient number-theoretic algorithms when $Q$ is roughly larger than the square root of $N$. It follows that Lyuu-Wu's scheme suffers from the forge attack from the proxy signers in that case.
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