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Message Integration Authentication in the Internet-of-Things via Lattice-Based Batch Signatures

机译:通过基于格的批处理签名实现物联网中的消息集成身份验证

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摘要

The internet-of-things (also known as IoT) connects a large number of information-sensing devices to the Internet to collect all kinds of information needed in real time. The reliability of the source of a large number of accessed information tests the processing speed of signatures. Batch signature allows a signer to sign a group of messages at one time, and signatures’ verification can be completed individually and independently. Therefore, batch signature is suitable for data integration authentication in IoT. An outstanding advantage of batch signature is that a signer is able to sign as many messages as possible at one time without worrying about the size of signed messages. To reduce complexity yielded by multiple message signing, a binary tree is usually leveraged in the construction of batch signature. However, this structure requires a batch residue, making the size of a batch signature (for a group of messages) even longer than the sum of single signatures. In this paper, we make use of the intersection method from lattice to propose a novel generic method for batch signature. We further combine our method with hash-and-sign paradigm and Fiat–Shamir transformation to propose new batch signature schemes. In our constructions, a batch signature does not need a batch residue, so that the size of the signature is relatively smaller. Our schemes are securely proved to be existential unforgeability against adaptive chosen message attacks under the small integer solution problem, which shows great potential resisting quantum computer attacks.
机译:物联网(也称为IoT)将大量信息感测设备连接到Internet,以实时收集各种所需的信息。大量访问信息的来源的可靠性测试了签名的处理速度。批量签名使签名人可以一次对一组邮件签名,并且签名的验证可以单独完成,也可以独立完成。因此,批签名适合物联网中的数据集成身份验证。批处理签名的一个突出优点是,签名者可以一次对尽可能多的邮件进行签名,而不必担心签名邮件的大小。为了减少由多个消息签名产生的复杂性,通常在批处理签名的构造中利用二进制树。但是,此结构需要一批残留物,这使得批签名(对于一组消息)的大小甚至比单个签名的总和还要长。在本文中,我们利用点阵相交的方法提出了一种新的批签名通用方法。我们进一步将我们的方法与哈希和签名范例以及Fiat-Shamir变换相结合,以提出新的批签名方案。在我们的结构中,批签名不需要批残留,因此签名的大小相对较小。在小整数解问题下,我们的方案被安全证明是针对自适应选择消息攻击的存在不可伪造性,这显示出抵抗量子计算机攻击的巨大潜力。

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