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Composition Theorems for CryptoVerif and Application to TLS 1.3

机译:CryptoVerif的合成定理及其在TLS 1.3中的应用

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We present composition theorems for security protocols, to compose a key exchange protocol and a symmetric-key protocol that uses the exchanged key. Our results rely on the computational model of cryptography and are stated in the framework of the tool CryptoVerif. They support key exchange protocols that guarantee injective or non-injective authentication. They also allow random oracles shared between the composed protocols. To our knowledge, they are the first composition theorems for key exchange stated for a computational protocol verification tool, and also the first to allow such flexibility. As a case study, we apply our composition theorems to a proof of TLS 1.3 Draft-18. This work fills a gap in a previous paper that informally claims a compositional proof of TLS 1.3, without formally justifying it.
机译:我们提出了安全协议的组成定理,以组成密钥交换协议和使用交换后的密钥的对称密钥协议。我们的结果依赖于密码学的计算模型,并在工具CryptoVerif的框架中进行了说明。它们支持密钥交换协议,该协议可保证进行内向或非内向身份验证。它们还允许在组成的协议之间共享随机预言。据我们所知,它们是为计算协议验证工具规定的第一个密钥交换组成定理,也是第一个允许这种灵活性的定理。作为案例研究,我们将构成定理应用于TLS 1.3 Draft-18的证明。这项工作填补了先前论文中的一个空白,该论文非正式地要求TLS 1.3的组成证明,而没有正式对其进行辩护。

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