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无可信第三方的可验证多重密钥共享方案
引用本文:张本慧,蒋伟,唐元生. 无可信第三方的可验证多重密钥共享方案[J]. 扬州大学学报(自然科学版), 2012, 15(2): 65-69
作者姓名:张本慧  蒋伟  唐元生
作者单位:扬州大学数学科学学院,江苏扬州,225002
基金项目:国家自然科学基金资助项目
摘    要:提出一个无可信第三方的可验证的向量空间多重密钥共享方案,其安全性依赖于椭圆曲线密码学的安全性.该方案具有如下特点:无须可信第三方的参与,极大地减少了开销;由参与者联合生成共享的主密钥并分发相应的共享份额;可以共享多个主密钥,而每个共享者只须存储一个子密钥;可以有效防止内部成员的欺诈以及外部攻击者的攻击;仅需有限的存储空间和传输带宽,具有实际应用价值.

关 键 词:向量空间密钥共享  多重密钥共享  无可信第三方  椭圆曲线密码学

A verifiable multi-secret sharing scheme without a trusted center
ZHANG Ben-hui , JIANG Wei , TANG Yuan-sheng. A verifiable multi-secret sharing scheme without a trusted center[J]. Journal of Yangzhou University(Natural Science Edition), 2012, 15(2): 65-69
Authors:ZHANG Ben-hui    JIANG Wei    TANG Yuan-sheng
Affiliation:(Sch of Math Sci,Yangzhou Univ,Yangzhou 225002,China)
Abstract:A verifiable vector space multi-secret sharing scheme is proposed.Its security is based on the security of elliptic curve cryptography.This scheme has the following characteristics:there is no trusted center,so the cost can be saved greatly;all the participants cooperate to generate the secrets and distribute the corresponding shares;all participants can share multiple secrets,but each participant just needs to save one sub-key;the cheating between participants and the attack from outsiders can be detected;the current scheme is just needs limited memory and communication bandwidth,so it is valuable in practical applications.
Keywords:vector space secret sharing  multi-secret sharing  without a trusted center  elliptic curve cryptography
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