627 résultats
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tbd
Orateur : Hugues Randriam - Telecom Paristech
tbd -
Soutenance de thèse
Orateur : Tristan Vaccon - IRMAR
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An Algebraic Framework for Pseudorandom Functions and Applications to Related-Key Security
Orateur : Alain Passelègue - ENS
Pseudorandom functions (PRFs) are one of the most fundamental primitives in cryptography. In this work, we provide a new algebraic framework which encompasses many of the existing algebraic PRFs, including the ones by Naor and Reingold (FOCS'97), by Lewko and Waters (CCS'09), and by Boneh, Montgomery, and Raghunathan (CCS'10), as well as the related-key-secure PRFs by Bellare and Cash (Crypto'10)[…] -
Systèmes de chiffrement par bloc minimalistes, obfuscation et implémentations en "boite blanche"
Orateur : Charles Bouillaguet - Université de Lille 1
La plupart du temps, la sécurité des systèmes de chiffrement est évaluée en supposant que les adversaires interagissent avec le dispositif à travers une "interface", mais qu'ils n'ont pas le système de chiffrement sous la main pour étudier les détails de son fonctionnement interne. En effet, le fonctionnement de tels systèmes repose largement sur le fait qu'ils contiennent des informations[…] -
Gröbner Bases Techniques in Post-Quantum Cryptography
Orateur : Ludovic Perret - LIP6
After the publication of Shor's algorithm, it became evident the most popular public-key cryptographic systems that rely on the integer factorization problem or on the discrete logarithm problem would be easily solvable using large enough quantum computers (if such quantum computers are ever built). That triggered a vivid interest in the research of cryptographic algorithms (mostly public-key[…] -
New multilinear maps over the integers
Orateur : Jean-Sébastien Coron - Université du Luxembourg
In the last few years, cryptographic multilinear maps have proved their tremendous potential as building blocks for new constructions, in particular the first viable approach to general program obfuscation. After the first candidate construction by Garg, Gentry and Halevi (GGH) based on ideal lattices, a second construction over the integers was described by Coron, Lepoint and Tibouchi (CLT).[…]