By Mark Manulis, Ahmad-Reza Sadeghi, Steve Schneider

This publication constitutes the refereed court cases of the 14th foreign convention on utilized Cryptography and community safety, ACNS 2016, held in Guildford, united kingdom. in June 2016. five. The 35 revised complete papers integrated during this quantity and offered including 2 invited talks, have been rigorously reviewed and chosen from 183 submissions.ACNS is an annual convention targeting cutting edge examine and present advancements that increase the parts of utilized cryptography, cyber protection and privateness.

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Additional info for Applied Cryptography and Network Security: 14th International Conference, ACNS 2016, Guildford, UK, June 19-22, 2016. Proceedings

Sample text

We partition the Pico credential database into independently encrypted bins. Crucially, our protection scheme is such that the additional key storage cost per Picosibling is constant with respect to the number of bins. Whether the credentials in the Pico are public keys or symmetric keys [7], we achieve the above without resorting to public-key primitives, so as to facilitate energy-efficient implementation and to avoid introducing a failure point under the threat that quantum computing might one day break today’s public-key cryptosystems.

Check MacS value. If Sqn {i} ∈ (SqnC , SqnC + Δ): Compute: CK ← Upd F3 (skC , skOp , R{i} , IdS ) , IK ← Upd F4 (skC , skOp , R{i} , IdS ) , Set Res := Upd F2 (skC , skOp , R{i} , IdS ) . ———————————– 2 : Store {AV{i} }ni=1 . Choose AV{i} one by one in order. Then, it forges and sends the related challenge. ———————————– 4 : Res =? MacC . Update SqnC := Sqn {i} . Else re-synchronization : For each i = 1, . . , n, compute: Generate R{i} . Compute: Sqn {i} ← inc(SqnOp,C ) {i} MacS ← Upd F1 (skC , skOp , R{i} , Sqn {i} , AMF, IdS ) , {i} MacC ← Upd F2 (skC , skOp , R{i} , IdS ) , CK{i} ← Upd F3 (skC , skOp , R{i} , IdS ) , IK{i} ← Upd F4 (skC , skOp , R{i} , IdS ) , AK{i} ← Upd F5 (skC , skOp , R{i} , IdS ) , Autn{i} ← (Sqn {i} ⊕ AK), AMF, MacS .

Thus, servers are only trusted to provide services, but they must not learn the client’s long-term secrets (known only to the client and the operator); by contrast, servers do learn shortterm secret values, such as session keys, which are necessary for the transmission of the required service. Consequently, unlike the classical two-party AKE setting, the AKA protocol requires three participants. One specificity of the subscriber-operator architecture is that clients are associated both with a unique client-key and with their operator’s key, which is shared with all the other clients (a potentially very large number) of that operator.

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