Recent topics in elliptic and hyperelliptic curve cryptography
I am going to talk about recent topics in cryptographic theory based on elliptic and hyperelliptic curves. I will start with a general introduction on the elliptic and hyperelliptic curve cryptograpy (ECC) then explain certan recent attacks to ECC and security analysis against these attacks, including results from my own group. In particular, ECC defined…
FoCM 2017 – Computational Number Theory
See https://perso.univ-rennes1.fr/christophe.ritzenthaler/workshop-NT.html for details.
Foundations of Computational Mathematics
Workshop on Curves of low genus
See https://mat-web.upc.edu/people/jordi.guardia-rubies/Workshopcurveslowgenus2017.html for schedule and details
Around Kolyvagin’s conjecture and the Bloch-Kato formula for modular forms
Factorisation of base-change Bianchi p-adic L-functions
Shalika models and p-adic L-functions
The Bloch-Kato parity conjecture for some Hilbert modular forms
Cardedeu workshop
9:45-10:45 Riccardo Brasca (Université Paris Diderot), “Hida theory over unitary Shimura varieties without ordinary locus” 11:00-12:00 Francesca Gatti (Universitat Politècnica de Catalunya), “Special values of the triple product p-adic L-function and non-cristalline Kolyvagin classes” 12:15-13:15 James Newton (King’s College London), “Local-global compatibility and the cohomology of locally symmetric spaces” 15:00-16:00 Vinayak Vatsal (University of British…
Barcelona Fall Workshop II
09.30 – 10.15: Dihedral Galois representations and CM forms (Nicolas Billerey (Univ. Clermond-Ferrand)) 11.00 – 11.45: Implementing Algorithms to Compute Elliptic Curves Over Q (A. Gherga (UBC Vancouver)) 12.00 – 12.45: Congruences for sporadic sequences and modular forms for non-congruence subgroups (Matija Kazalicki (Zagreb))