Applied Cryptography and Network Security: 13th by Tal Malkin, Vladimir Kolesnikov, Allison Lewko, Michalis

By Tal Malkin, Vladimir Kolesnikov, Allison Lewko, Michalis Polychronakis

This e-book constitutes the refereed complaints of the thirteenth foreign convention on utilized Cryptography and community protection, ACNS 2015, held in big apple, big apple, united states, in June 2015. The 33 revised complete papers incorporated during this quantity and provided including 2 abstracts of invited talks, have been rigorously reviewed and chosen from 157 submissions. they're prepared in topical sections on safe computation: primitives and new versions; public key cryptographic primitives; safe computation II: purposes; anonymity and comparable purposes; cryptanalysis and assaults (symmetric crypto); privateness and coverage enforcement; authentication through eye monitoring and proofs of proximity; malware research and part channel assaults; part channel countermeasures and tamper resistance/PUFs; and leakage resilience and pseudorandomness.

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Extra info for Applied Cryptography and Network Security: 13th International Conference, ACNS 2015, New York, NY, USA, June 2-5, 2015, Revised Selected Papers

Example text

Whenever the computation succeeds, TVSFE guarantees that the results are correct. , the computation does not fail) depends on which parties are corrupted. Privacy and robustness with respect to R are guaranteed as long as only a minority of computation parties are corrupted. If not, then in line 6, TVSFE sends the honest parties’ inputs to the adversary; and in line 12, it gives the adversary the option to block the computation by sending ⊥. Note that the adversary receives the inputs of the honest parties after it provides the inputs of the corrupted parties, so even if privacy is broken, the adversary cannot choose the corrupted parties’ inputs based on the honest parties’ inputs.

The secret sharing protocol distributes shares of the secret among n parties in the presence of an adversary who may corrupt up to t parties; security of the secret sharing scheme ensures that such an adversary will learn no information about the secret. However, traditional secret sharing may be insufficient in some real-world settings; specifically, settings that may require a secret to be secured for a long period of time, especially with respect to the ability of an adversary to eventually corrupt all parties.

Secure arithmetic computation with no honest majority. In: Reingold, O. ) TCC 2009. LNCS, vol. 5444, pp. 294–314. :. Extensions to the Paillier cryptosystem with applications to cryptological protocols. D. thesis, University of Aarhus (2003) 22 B. Schoenmakers and M. : Efficient threshold zero-knowledge with applications to user-centric protocols. In: Smith, A. ) ICITS 2012. LNCS, vol. 7412, pp. 147–166. : Proactive two-party signatures for user authentication. In: Proceedings of NDSS 2003. : Public-key cryptosystems based on composite degree residuosity classes.

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Applied Cryptography and Network Security: 13th by Tal Malkin, Vladimir Kolesnikov, Allison Lewko, Michalis
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