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可有效同步注册的短的群签名方案(英文)
引用本文:陈和风,马文平,张成丽,孙昌霞.可有效同步注册的短的群签名方案(英文)[J].中国通信学报,2014(11):90-99.
作者姓名:陈和风  马文平  张成丽  孙昌霞
作者单位:State Key Laboratory of Integrated Service Networks,Xidian University;Information and Management Sciences School,Henan Agricultural University
基金项目:supported by the National Natural Science Foundation of China under Grant No.61072140,61373171;the Program of Introducing Talents of Discipline to Universities NO.B08038;the Specialized Research Fund for the Doctoral Program of Higher Education No.20100203110003
摘    要:Group signature schemes are fundamental cryptographic tools. A group signature scheme allows members of a group to anonymously sign misuse, the anonymity messages. To counter can be revoked by the group manager. The group joining operation is a critical component of group signature scheme, the framing attack can be prevented by group joining processes. This paper presents an efficient group signature scheme with a simple joining protocol that is based on a "single message and signature response" interaction between the prospective user and the group manager. The security of our group signature is based on the Discrete Logarithm assumption and Decisional Linear Diffie- Hellman assumption. The formal security proof of our scheme is given in the random oracle model. Our scheme is also a very efficient short group signature scheme with efficient concurrent join.

关 键 词:签名方案  Diffie-Hellman假设  并发  短期  离散对数假设  随机预言模型  组成部分  加密工具

Short Group Signatures with Efficient Concurrent Join
CHEN Hefeng;MA Wenping;ZHANG Chengli;SUN Changxia.Short Group Signatures with Efficient Concurrent Join[J].China communications magazine,2014(11):90-99.
Authors:CHEN Hefeng;MA Wenping;ZHANG Chengli;SUN Changxia
Affiliation:CHEN Hefeng;MA Wenping;ZHANG Chengli;SUN Changxia;State Key Laboratory of Integrated Service Networks,Xidian University;Information and Management Sciences School,Henan Agricultural University;
Abstract:group signature scheme random oracle model discrete logarithm assumption decisional linear diffie-hellman assumption
Keywords:group signature scheme  random oracle model  discrete logarithm assumption  decisional linear diffie-hellman assumption
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