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An Efficient Certificateless Proxy Re-Encryption Scheme Without Pairing

机译:无需配对的高效无证书代理重新加密方案

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Proxy re-encryption (PRE) is a cryptographic primitive introduced by Blaze, Bleumer and Strauss [4] to provide delegation of decryption rights. PRE allows re-encryption of a ciphertext intended for Alice (delegator) to a ciphertext for Bob (delegatee) via a semi-honest proxy, who should not learn anything about the underlying message. In 2003, Al-Riyami and Patterson introduced the notion of certificateless public key cryptography which offers the advantage of identity-based cryptography without suffering from key escrow problem. The existing certificateless PRE (CLPRE) schemes rely on costly bilinear pairing operations. In ACM ASIA-CCS SCC 2015, Srinivasan et al. proposed the first construction of a certificateless PRE scheme without resorting to pairing in the random oracle model. In this work, we demonstrate a flaw in the CCA-security proof of their scheme. Also, we present the first construction of a CLPRE scheme without pairing which meets CCA security under the computational Diffie-Hellman hardness assumption in the random oracle model.
机译:代理重新加密(PRE)是由Blaze,Bleumer和Strauss [4]引入的一种加密原语,用于提供解密权。 PRE允许通过半诚实的代理将用于Alice(代理)的密文重新加密为用于Bob(delegatee)的密文,该代理不应该了解任何有关底层消息的信息。在2003年,Al-Riyami和Patterson引入了无证书公共密钥密码术的概念,该概念提供了基于身份的密码术的优点,而不会遭受密钥托管问题的困扰。现有的无证书PRE(CLPRE)方案依赖于昂贵的双线性配对操作。在ACM ASIA-CCS SCC 2015中,Srinivasan等人。提出了无证书PRE方案的第一个构造,该方法无需借助随机oracle模型中的配对。在这项工作中,我们证明了他们的方案的CCA安全证明存在缺陷。此外,我们提出了不配对的CLPRE方案的第一个结构,该结构在随机预言模型中的计算Diffie-Hellman硬度假设下满足了CCA安全性。

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