Download Advances in Computer Science - ASIAN 2009. Information by Jean Goubault-Larrecq (auth.), Anupam Datta (eds.) PDF

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By Jean Goubault-Larrecq (auth.), Anupam Datta (eds.)

This ebook constitutes the refereed complaints of the thirteenth Asian Computing technological know-how convention, ASIAN 2009, held in Seoul, Korea, in December 2009.

The 7 revised complete papers and three revised brief papers offered including 2 invited talks have been rigorously reviewed and chosen from forty five submissions. concentrating on the speculation and perform of knowledge safety and privateness, the papers comprise subject matters of deducibility constraints, symmetric encryption modes, dynamic protection domain names and guidelines, cryptography, formal verification of quantum courses, selection of static equivalence, authenticated message and proxy signature scheme.

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Extra resources for Advances in Computer Science - ASIAN 2009. Information Security and Privacy: 13th Asian Computing Science Conference, Seoul, Korea, December 14-16, 2009. Proceedings

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Private key) construction. A possible set of “Dolev-Yao” inference rules for public-key encryption is: (E) (P) x y z enc(x, y, z) x y x, y (D) enc(pub(y), x, z) priv(y) (K) x (Proj1 ) x, y x (Proj2 ) x pub(x) x, y y Other relevant examples of inference systems are obtained by adding signature schemes, hash functions, symmetric encryption . . A proof, with hypotheses H and conclusion t is a tree, whose nodes are labeled with terms and such that, if a node is labeled s and its sons are labeled s1 , .

It then follows that x has the same distribution as y and is independent from all values 48 M. Gagné et al. except y and therefore, the probability that it has been queried to E is negligible for the same reason that y is. Rules for concatenation Rules (C1) and (C2) follow simply from the observation that the concatenation of two independent random strings is a random string. Rules for block cipher To prove (B1), in the Ideal Cipher Model, E is sampled at random among all possible functions {0, 1}η → {0, 1}η .

Our strategy is complete. 6 Conclusion We gave a simple set of transformation rules that allows to derive a complete and effective representation of all solutions of a deducibility constraint. This works for any good inference system that satisfies some additional syntactic conditions. We believe that this is the starting point of several further works: 1. It would be nice to remove the additional syntactic restrictions (or to prove that they are necessary) 2. Getting a full generalization of [1], requires to introduce predicate symbols.

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