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Provably Secure Certificateless Authenticated Asymmetric Group Key Agreement

机译:可证明安全的无证书身份验证的非对称组密钥协议

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Asymmetric group key agreement allows a group of members to establish a public group encryption key while each member has a different secret decryption key. Knowing the group encryption key, a sender can encrypt to the group members so that only the members can decrypt. This paper studies authenticated asymmetric group key agreement in certificateless public key cryptography. We formalize the security model of certificateless authenticated asymmetric group key agreement and capture typical attacks in the real world. We next present a strongly unforgeable stateful certificateless batch multi-signature scheme as building block and realize a one-round certificatless authenticated asymmetric group key agreement protocol to resist active attacks. Both the new multi-signature scheme and the resulting group key agreement protocol are shown to be secure under the well-established computational Diffie-Hellman and the k-Bilinear Diffie-Hellman exponent assumptions in the random oracle model, respectively.
机译:非对称组密钥协议允许一组成员建立一个公共组加密密钥,而每个成员都有一个不同的秘密解密密钥。知道了组加密密钥后,发送者就可以对组成员进行加密,以便只有成员才能解密。本文研究了无证书公共密钥密码学中认证的非对称组密钥协议。我们对无证书身份验证的非对称组密钥协议的安全模型进行形式化,并捕获现实世界中的典型攻击。接下来,我们提出一种强烈不可伪造的有状态无证书批量多重签名方案作为构建块,并实现一种单轮无证书身份验证的非对称组密钥协商协议,以抵抗主动攻击。在随机预言机模型中,在公认的计算Diffie-Hellman和k-Bilinear Diffie-Hellman指数假设下,新的多重签名方案和所产生的组密钥协商协议都被证明是安全的。

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