标准模型中具有验证者本地撤销的cca -几乎完全匿名组签名

IF 1.5 4区 计算机科学 Q4 COMPUTER SCIENCE, HARDWARE & ARCHITECTURE Computer Journal Pub Date : 2020-10-01 DOI:10.1093/comjnl/bxaa153
Sha Ma;Qiong Huang
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引用次数: 1

摘要

群组签名(GS)允许群组中的每个成员在群组权威机构的管理下代表群组匿名签名。成员撤销一直是GS中的一个核心问题,迄今为止得到了广泛的研究。Boneh和Shacham首次提出了GS的验证器本地撤销机制,该机制的优点是使签名者不必获取被撤销用户的最新信息,并且在大量群组用户中定期更新的情况下具有实用性。大多数与验证器局部撤销的群签名相关的工作要么只能实现无私的匿名性,要么由于基元的复杂性而具有低效的构造。针对最近选择的一种几乎完全匿名的密文攻击GS概念,本文在Canard等人的框架下,通过在Groth的GS中添加一种新的原始明文可搜索加密,在标准模型中提出了一种具有验证器局部撤销的有效GS。我们证明了它具有向后的不可链接性,以确保用户在撤销之前生成的所有签名保持匿名,即使后来被撤销。
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CCA-Almost-Full Anonymous Group Signature with Verifier Local Revocation in the Standard Model
Group signature (GS) allows each member in a group to do signatures anonymously on behalf of the group under management of a group authority. Membership revocation has been a central issue in GS and widely studied so far. The mechanism of verifier local revocation for GS, first formalized by Boneh and Shacham, has an advantage of making the signers free from fetching the up-to-date information of the revoked users and practicality in the scenario of periodically update in the large population of group users. Most of work related to group signature with verifier-local revocation either can only achieve selfless anonymity or have inefficient constructions due to complicate primitives. Aiming to a recent chosen ciphertext attack-almost-full anonymous notion for GS, this paper presents an efficient GS with verifier local revocation in the standard model by adding a new primitive plaintext searchable encryption into Groth's GS under Canard et al.'s framework. We prove that it has backward unlinkability to ensure that all signatures generated by the user before the revocation remain anonymous, even if it is revoked later.
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来源期刊
Computer Journal
Computer Journal 工程技术-计算机:软件工程
CiteScore
3.60
自引率
7.10%
发文量
164
审稿时长
4.8 months
期刊介绍: The Computer Journal is one of the longest-established journals serving all branches of the academic computer science community. It is currently published in four sections.
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