面向组认证和不可否认性的联合多重签名方案

A. Farah, H. Khali
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引用次数: 1

摘要

本文提出了一种由多个签名者联合签名/验证消息的方案,为一组人提供数据的真实性、完整性和不可否认性。数字签名算法(DSA)方案中Z*p的素数子群离散对数问题(DLP)的计算难解性是签名安全性的基础。所提议的方案是将DSA扩展到一组共同签署消息的签名者。消息的签名可以针对每个签名者单独进行验证,也可以针对子组或整个组进行集体验证。此外,该方案还可用于组成员身份认证。最后,该方案可用于电子商务和电子政务等多种应用。
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Joint Multiple signature scheme for group-oriented authentication and non-repudiation
This paper presents a scheme for joint signing/verifying a message by many signers to provide data authenticity, integrity, and non-repudiation for a group of people. The signature security is based on the computational intractability of the discrete logarithm problem (DLP) in prime order subgroup of Z*p as in Digital Signature Algorithm (DSA) scheme. The proposed scheme is an extension of DSA to a group of signers who jointly sign the message. The Signature of a message can be verified individually for each signer, or collectively for a subgroup or entire group. Moreover, the scheme can be used for group membership authentication. Finally, the proposed scheme can be used in many applications, such as E-commerce and E-government.
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