Download PDF by Jason Crampton, Sushil Jajodia, Keith Mayes: Computer Security - ESORICS 2013: 18th European Symposium on

By Jason Crampton, Sushil Jajodia, Keith Mayes

ISBN-10: 364240202X

ISBN-13: 9783642402029

This publication constitutes the refereed complaints of the 18th ecu Symposium on machine protection, ESORICS 2013, held in Egham, united kingdom, in September 2013. The forty three papers incorporated within the ebook have been rigorously reviewed and chosen from 242 papers. the purpose of ESORICS is to additional the growth of study in laptop defense via constructing a ecu discussion board for bringing jointly researchers during this quarter, through selling the alternate of principles with approach builders and through encouraging hyperlinks with researchers in similar components. The papers conceal all subject matters on the topic of safety, privateness and belief in computers and networks.

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Extra resources for Computer Security - ESORICS 2013: 18th European Symposium on Research in Computer Security Egham, UK, September 2013, Proceedings

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Visconti, I. ) SCN 2008. LNCS, vol. 5229, pp. 2–20. Springer, Heidelberg (2008) 18. : Fairplay - Secure two-party computation system. In: USENIX Security Symposium 2004, pp. 287–302 (2004) 19. : Modular multiplication without trial division. Math. Comp. 44, 519–521 (1985) 20. : A new approach to practical activesecure two-party computation. , Canetti, R. ) CRYPTO 2012. LNCS, vol. 7417, pp. 681–700. Springer, Heidelberg (2012) 21. : Secure two-party computation is practical. In: Matsui, M. ) ASIACRYPT 2009.

Compute own share: SP [k0 ] ← pˆ + u ˜ + u; Compute own share: SQ [k0 ] ← qˆ + v˜ + v; commitment: CP [k0 ] ← Cpˆ ∗ Cu˜ ∗ Cu ; commitment: CQ [k0 ] ← Cqˆ ∗ Cv˜ ∗ Cv ; opening: XP [k0 ] ← xpˆ + xu˜ + xu . opening: XQ [k0 ] ← xqˆ + xv˜ + xv . Q’s commitment: CQ [k0 ] ← Cqˆ ∗ Cv˜ ∗ Cv . P’s commitment: CP [k0 ] ← Cpˆ ∗ Cu˜ ∗ Cu . Mark value as ready: RP ← k0 . Mark value as ready: RQ ← k0 . Fig. 4. Multiplication. 2 and Figure 6 P proceeds as follows: P’s input is ϕ, x, m, ˜ wk . She parses ϕ like Q; x is an instance for R; is a list of m ˜ ∈ N; wk = wk,0 , .

002 seconds per (un-checked) 64-bit multiplication triple for both two and three players; however the probability of cheating being detected was lower bounded by 1/2 for two players, and 1/4 for three players; as opposed to our probabilities of 4/5, 9/10 and 19/20. 004 seconds per multiplication triple. Thus for covert security we see that our protocol for checked tuples are superior both in terms error probabilities, for a comparable run-time. When using our active security variant we aimed for a cheating probability of 2−40 ; so as to be able to compare with prior run times obtained in [11], which used the method 16 I.

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Computer Security - ESORICS 2013: 18th European Symposium on Research in Computer Security Egham, UK, September 2013, Proceedings by Jason Crampton, Sushil Jajodia, Keith Mayes

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