SEMINARIO: ON THE R/P-LWE EQUIVALENCE FOR CYCLOTOMIC SUBEXTENSIONS AND CRYPTOANALYTIC IMPLICATIONS - IVÁN BLANCO CHACÓN
Seminario della serie "CRITTOGRAFIA: dalla teoria alle applicazioni", in collaborazione con Telsy SpA, azienda del gruppo TIM specializzata in cybersecurity.
"On the R/P-LWE equivalence for cyclotomic subextensions and cryptoanalytic implications"
Iván Blanco Chacón - University of Alcalá
Lunedì 4 aprile 2022 - ore 11:00
Webinar su piattaforma Zoom visibile all'indirizzo: http://tiny.cc/crypto_webinar.
Abstract: In this talk we address the equivalence between the RLWE and the PLWE problems for the maximal totally real subextension of the cyclotomic field of conductor 2^rpq, with p, q primes, joint work with López-Hernanz. These fields have been recently used to cryptoanalyse several cyclotomic instances. Likewise, we will show that these fields are immune under one of the attacks presented by Lauter et al in 2016 against PLWE. If time permits, we will comment our ongoing work towards the generalisation of this equivalence to abelian Q-extensions.