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基于中国剩余定理的前向安全群签名方案
引用本文:洪璇,张绪霞.基于中国剩余定理的前向安全群签名方案[J].计算机应用研究,2020,37(9):2806-2810.
作者姓名:洪璇  张绪霞
作者单位:上海师范大学 计算机系,上海200234;上海师范大学 计算机系,上海200234
基金项目:上海市自然科学基金资助项目
摘    要:在群签名方案中,群中的任意一个合法群成员都可以代替整个群组对某个消息进行签名,验证者只能验证签名者属于该群组中的一员,但不能得知签名者的具体身份。提出一个基于中国剩余定理的前向安全群签名方案。该方案可以动态地增加和删除群用户成员而无须频繁更改群公钥,并在验证签名和打开签名时只需要进行模运算即可实现,同时针对密钥泄露问题实现了前向安全性。最后对方案进行了安全性分析和效率分析,结果表明该方案具有匿名性、可撤销性、防伪造性和追踪性。

关 键 词:群签名  中国剩余定理  前向安全  动态群成员
收稿时间:2019/3/31 0:00:00
修稿时间:2020/8/5 0:00:00

Forward secure group signature scheme based on Chinese remainder theorem
Hong Xuan and Zhang Xuxia.Forward secure group signature scheme based on Chinese remainder theorem[J].Application Research of Computers,2020,37(9):2806-2810.
Authors:Hong Xuan and Zhang Xuxia
Affiliation:Department of Computer Science,Shanghai Normal University,
Abstract:In the group signature, a member can sign the message instead of the group. The verifier can verify the group signature, meanwhile it will not know the identity of the signer. This paper proposed a forward security group signature scheme based on the Chinese remainder theorem. The proposed scheme would dynamically add and delete the group members without modifying the group public key. The scheme had forward security probability, because the attackers couldn''t achieve the keys in other periods even if they corrupted the keys in a certain period. Meanwhile, the proposed scheme achieves these security properties, including anonymity, revocability, anti-forgery, and traceability.
Keywords:group signature  Chinese remainder theorem(CRT)  forward security  dynamic member
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