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Identity-Based Encryption based on DHIES

机译:基于鞋子的基于身份的加密

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Most traditional public key cryptosystems are constructed upon al gebraically rich structures, which makes their key pairs combin able, i.e., the combination of some private keys and their corre sponding public keys could form a new key pair. Exploring such combinable property, this paper proposes a novel Identity-Based Encryption (IBE) scheme based on the Diffie-Hellman Integrated Encryption Scheme (DHIES) with quadratic key combination struc ture from bilinear maps. The new scheme has a number of advan tages over other IBE schemes. First, it uses DHIES to fulfill en cryption, thus naturally obtains the security against adaptive chosen ciphertext attack from DHIES. Second, it is interoperable with ex isting security systems based on DHIES. Third, compared to many pairing-based IBE schemes, it only requires pairing computation during public key generation and there is no need for special hash function. We prove that our scheme is selective identity chosen ciphertext secure in the random oracle model assuming DHIES is chosen ciphertext secure. Additionally, the extract algorithm of our scheme also implies an identity-based short signature scheme.
机译:大多数传统的公钥密码系统都是在AL泛界丰富的结构上构建,这使得其关键对组合能够,即一些私钥的组合和它们的Corre Sponding Public Keys可以形成一个新的密钥对。探索这种可组合财产,本文提出了一种基于Diffie-Hellman集成加密方案(DHIES)的基于新的基于身份的加密(IBE)方案,其具有来自Bilinear地图的二次关键组合结构。新方案有许多关于其他IBE方案的Advan Tages。首先,它使用DHIES来满足电力,因此自然地获得了从DHIES的自适应选择的密文攻击的安全性。其次,它与基于DHIES的EX ISTINES安全系统互操作。第三,与许多基于配对的IBE方案相比,它只需要在公钥生成期间配对计算,并且不需要特殊的哈希函数。我们证明我们的方案是选择性身份选择的密文中所选择的ChipherText在随机Oracle模型中,假设DHIES被选择密文安全。另外,我们方案的提取算法还意味着基于身份的短签名方案。

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