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A New Threshold Ring Signature for Ad-hoc Group

机译:Ad-Hoc组的新阈值ring签名

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摘要

A number of peer to peer (P2P) systems as well as mobile ad-hoc networks (MANETs) fall into the category of ad hoc groups. Their needs for security have been widely recognized. Following this line, some signature schemes had introduced for ad hoc group. On the based of analyzing those scheme, we propose a threshold ring signature from bilinear pairings for ad hoc group. On the base of analyzing our scheme, we conclude that our scheme meet with the three requirement of threshold ring signature: correctness, anonymity and secure against adaptively chosen message attacks in the random oracle model assuming the Computational Diffie-Hellman problem (CDH problem) is hard to solve. We presented detailed secure proof against widely known attacks in the paper. And then we give out the analysis on efficiency compared with Bresson's signature schemes [6].
机译:对等(P2P)系统以及移动ad-hoc网络(MANET)的许多同行分为临时组的类别。他们对安全的需求得到了广泛认可。在这一行之后,一些签名方案为Ad Hoc组引入。在基于分析这些方案的基础上,我们提出了来自临时组的双线性配对的阈值环签名。在分析我们的计划的基础上,我们得出的结论是,我们的计划符合阈值环签名的三个要求:正确,匿名和安全地反对假设计算Diffie-Hellman问题(CDH问题)的随机Oracle模型中的自适应选择的消息攻击难以解决。我们提出了详细的安全证明,针对纸张中的广泛攻击。然后我们与Bresson的签名计划相比,透露了效率的分析[6]。

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