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Provably-Secure Time-Bound Hierarchical Key Assignment Schemes

机译:可靠的时限分层密钥分配方案

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A time-bound hierarchical key assignment scheme is a method to assign time-dependent encryption keys to a set of classes in a partially ordered hierarchy, in such a way that each class can compute the keys of all classes lower down in the hierarchy, according to temporal constraints. In this paper we design and analyze time-bound hierarchical key assignment schemes which are provably-secure and efficient. We consider two different goals: security with respect to key indistinguishability and against key recovery. Moreover, we distinguish security against static and adaptive adversarial behaviors. We explore the relations between all possible combinations of security goals and adversarial behaviors and, in particular, we prove that security against adaptive adversaries is (polynomi-ally) equivalent to security against static adversaries. Finally, we propose two different constructions for time-bound key assignment schemes. The first one is based on symmetric encryption schemes, whereas the second one makes use of bilinear maps. Both constructions support updates to the access hierarchy with local changes to the public information and without requiring any private information to be re-distributed.
机译:限时分层密钥分配方案是一种将时间相关的加密密钥分配给部分排序的分层结构中的一组类的方法,这种方式使得每个类都可以计算该分层结构中较低级别的所有类的密钥。受时间限制。在本文中,我们设计并分析了时间可证明的安全高效的分层键分配方案。我们考虑两个不同的目标:关于密钥不可区分性和防止密钥恢复的安全性。此外,我们将安全性与静态和自适应对抗行为区分开。我们探索了安全目标和对抗行为的所有可能组合之间的关系,尤其是,我们证明了针对自适应对手的安全(在多项式上)等同于针对静态对手的安全。最后,我们为时限键分配方案提出了两种不同的构造。第一个基于对称加密方案,而第二个则使用双线性映射。两种构造都支持通过对公共信息进行本地更改来更新访问层次结构,而无需重新分发任何私有信息。

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