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A convinced commitment scheme for bilinear Diffie-Hellman problem

机译:双线性Diffie-Hellman问题的有说服力的承诺方案

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摘要

In 2010, Tseng and Wu proposed a convinced Diffie-Hellman computation scheme. Due to the proposed scheme can provide the convinced commitment property for the Diffie-Hellman problem, it may provide some specific security properties for security mechanisms such as group key agreement protocols with identifying malicious participants and secret sharing schemes with publicly verifiable property. Over the last few years, ID-based cryptography using bilinear pairing systems has received much attention from cryptographic researchers and its security is based on the related bilinear Diffie-Hellman assumptions. In this article, we propose a new convinced commitment scheme for bilinear Diffie-Hellman problem by extending Tseng and Wu's scheme. The proposed scheme can also be embedded in many ID-based group key agreement protocols and secret sharing schemes to provide extra security properties.
机译:在2010年,Tseng和Wu提出了一种令人信服的Diffie-Hellman计算方案。由于所提出的方案可以为Diffie-Hellman问题提供令人信服的承诺属性,因此它可以为安全机制提供一些特定的安全属性,例如具有识别恶意参与者的组密钥协议协议以及具有可公开验证的属性的秘密共享方案。在过去的几年中,使用双线性配对系统的基于ID的密码学受到密码学研究人员的广泛关注,其安全性基于相关的双线性Diffie-Hellman假设。在本文中,我们通过扩展Tseng和Wu的方案,为双线性Diffie-Hellman问题提出了一种新的确信的承诺方案。所提出的方案还可以嵌入许多基于ID的组密钥协议协议和秘密共享方案中,以提供额外的安全性。

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