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Seminar
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Cryptography
Arithmétique d'une large classe de fonctions L
Speaker : Sami Omar - Université de Tunis
Dans cet exposé, on s'intéresse à une classe générale de fonctions L ayant des propriétés similaires à celles des fonctions zêta classiques. Dans ce cadre, nous donnons une formulation du critère de positivité de Weil pour l'hypothèse de Riemann en terme de positivité des coefficients de Li généralisés faciles à calculer. -
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Seminar
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Cryptography
Biometric-based Authentication Schemes using Private Information Retrieval
Speaker : Julien Bringer - Sagem
This work deals with the security problems in authentication schemes employing volatile biometric features, where the authentication is indeed a comparison between a fresh feature and that enrolled during the initialization phase. We propose a security model for biometric-based authentication schemes by assuming that the biometric features to be public. Extra attentions have been paid to the[…] -
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Seminar
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Cryptography
Protecting security protocols against guessing attacks: towards
Speaker : Mathieu Baudet - ENS Cachan
Designing secure protocols based on passwords is a difficult task. Indeed, passwords, and more generally low-entropy secrets, are potentially vulnerable to guessing attacks, that is, exhaustive, "brute force" searches. Preventing guessing attacks typically requires a protocol to conceal any partial information on the password (e.g. its checksum) which could help the attacker confirm his guess[…] -
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Seminar
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Cryptography
Extraction d'entropie et courbes elliptiques
Speaker : Nicolas Gurel - LIX
Lors d'un protocole de mise en accord de clé (comme Diffie-Hellman) basé sur un groupe générique G, les protagonistes aboutissent à un élément commun K_{AB} de G qui est indistinguable d'un autre élément de G mais pas d'une suite de bits aléatoire de même taille. Nous présenterons deux nouvelles méthodes pour extraire des bits de K_{AB} lorsque G est une courbe elliptique définie sur une extension[…] -
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Seminar
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Cryptography
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[…] -