511 results
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Analyse automatique de protocoles de sécurité
Speaker : Michael Rusinowitch - LORIA
Nous présentons une méthode pour automatiser l'analyse des protocoles cryptographiques à partir de leurs descriptions sous forme de règles d'envoi de messages. Le problème de la détection d'attaque dans un environnement hostile se ramène à la résolution de contraintes sur un espace de messages. La résolution de ces contraintes implantée dans le logiciel issu du projet européen[…] -
Symbolic verification of Diffie-Hellman-based group key exchange
Speaker : Yassine Lakhnech - VERIMAG
We discuss the cryptographic soundness of a symbolic model for Diffie-Hellman based key exchange protocols including symmetric encryption. Our main tool is a new dynamic variation of the decisional Diffie-Hellman problem useful for group protocols. -
An Automatic Security Protocol Verifier based on Resolution
Speaker : Bruno Blanchet - ENS
We present a technique for the verification of cryptographic protocols, based on an abstract representation of the protocol by a set of Horn clauses, and on a resolution algorithm on these clauses. This technique allows a flexible encoding of many cryptographic primitives. It can verify a wide range of security properties of the protocols, such as secrecy, authenticity, and limited cases of[…] -
Theta identities and Thomae formulas
Speaker : Yaacov Kopeliovich
In this talk we apply Thomae formulas to obtain algebraic relations satisfied by Riemann surfaces that are cyclic covers of the Sphere. We focus on the genus 2 case and then give an example of a higher genus case (g=4) that was not known before. The conjectural connection of these identities as well as Thomae formulas to the moduli action of the Braid group is explained.<br/> We present a[…] -
Bilinear Structures induced by the Lichtenbaum pairing and the
Speaker : Gerhard Frey - Essen University
Groups of prime order with a bilinear structure are interesting objects for public key cryptography. In the first part of the lecture we shall explain how the pairing on points of the Jacobian variety which is usually called "Tate-pairing" can be got in a p- adic setting by the Lichtenbaum pairing. On the one hand side this setting gives us more freedom for its computation which leads to[…] -
Blackbox Secret Sharing from Primitive Sets in Algebraic Number Fields
Speaker : Rolnald Cramer - CWI, Amsterdam & Mathematical Insitute, Leiden University
A {\em black-box} secret sharing scheme (BBSSS) for a given access structure works in exactly the same way over any finite Abelian group, as it only requires black-box access to group operations and to random group elements. In particular, there is no dependence on e.g.\ the structure of the group or its order. The expansion factor of a BBSSS is the length of a vector of shares (the number of[…]