Authentication method and system employing secret functions in finite Abelian group
    1.
    发明授权
    Authentication method and system employing secret functions in finite Abelian group 失效
    有限Abelian组中使用秘密函数的认证方法和系统

    公开(公告)号:US06651167B1

    公开(公告)日:2003-11-18

    申请号:US09138089

    申请日:1998-08-21

    CPC classification number: H04L9/3271 H04L9/302 H04L9/3213 H04L9/3221

    Abstract: A method and a system for authentication whereby authentication characteristic information is not disclosed to a third party when a verifier uses a verification device of a limited scale to authenticate a user's rights or qualifications. A ticket issuing device interacts with the user's interactive device having a secret function f to calculate document secret information &mgr; based on a document m (data) to be transmitted to the interactive device, whereby the user is issued a ticket t generated from authentication characteristic information x and the document secret information &pgr;. Upon receipt of the document m, the interactive device generates the document secret information using its unique secret function f to perform an interaction based on the generated information. The interaction involves output of a commitment r, input of a challenge c, and an output of a response &sgr;. The user converts the interaction (r, c, &sgr;) into another interaction (r, c, s) using the ticket t to effect Guillou-Quisquater authentication.

    Abstract translation: 一种用于认证的方法和系统,其中当验证者使用有限规模的验证设备来认证用户的权限或资格时,认证特性信息不向第三方公开。 票发行装置与具有秘密功能f的用户的交互式装置进行交互,以基于要发送到交互式装置的文档m(数据)来计算文档秘密信息mu,从而向用户发出从认证特征信息生成的票t x和文件秘密信息pi。 在接收到文档m时,交互式设备使用其唯一的秘密功能f生成文档秘密信息,以基于生成的信息执行交互。 交互涉及到承诺的输出,挑战的输入c以及响应西格玛的输出。 用户使用票证t将交互(r,c,sigma)转换为另一个交互(r,c,s)以实现Guillou-Quisquater身份验证。

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