By Mark Manulis, Ahmad-Reza Sadeghi, Steve Schneider
This publication constitutes the refereed lawsuits of the 14th overseas convention on utilized Cryptography and community safeguard, ACNS 2016, held in Guildford, united kingdom. in June 2016. five. The 35 revised complete papers integrated during this quantity and provided including 2 invited talks, have been rigorously reviewed and chosen from 183 submissions.
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Additional info for Applied Cryptography and Network Security: 14th International Conference, ACNS 2016, Guildford, UK, June 19-22, 2016. Proceedings (Lecture Notes in Computer Science)
Examples of Online and Oﬄine relays. For the AKA protocol, the message m is the client’s UID, which the adversary can learn. The message m is a valid authentiˆ cation challenge, and the message m is the authentication response. The message m is the UID request message, whereas m∗ is a random message. Security Against Servers. We also formalize the notions of state-conﬁdentiality and soundness with respect to a malicious server S. The former requirement demands that (malicious) servers cannot learn the values: skC , skOp , and the tuple (SqnC , SqnOp,C ).
We also restrict this notion with respect to oﬄine replay attacks, as for server-impersonation. The advantage of A is deﬁned (A) := Pr[A wins]. as: AdvSound Π Definition 4 [Soundness]. A key-agreement protocol Π is (t, qexec , qres , qOp , qG , )-server-sound if no adversary running in time t, creating at most qexec party instances with at most qres resynchronizations per instance, making at most qOp queries to any operator Op and at most qG queries to the function G, has an (A) ≥ . advantage AdvSound Π 4 Security of the AKA Protocol In this section, we focus on the current, unmodiﬁed version of the AKA protocol with respect to the ﬁve properties formalized in Sect.
Fig. 1. The AKA procedure. and IK; and a one-time-pad encryption of SqnOp,C with a pseudorandom string AK. The values MacS , MacC , CK, IK, AK are output by cryptographic algorithms denoted F1 , . . , F5 respectively. The AKA protocol also features the algorithms F1∗ , F5∗ for re-synchronization. All algorithms take as input the client key skC , the operator key skOp , and the random value R; in addition, F1 and F1∗ also use the operator’s and resp. the client’s sequence number. The server is given a batch of vectors of the form: AV = (R, CK, IK, MacS , MacC , AMF, AK ⊕ SqnOp,C ), in which AMF is a public authentication management ﬁeld managed by the operator.