STNB2026 (39a edició)
Dates
Del Dilluns 26 al Divendres 30 gener, 2026
Lloc
Facultat de Matemàtiques i Informàtica, Universitat de Barcelona Gran Via de les Corts Catalanes 585 08007 Barcelona
Comitè organitzador
Francesc Bars Cortina, Luis Dieulefait, Bernat Plans Berenguer i Artur Travesa
Temes
Hopf-Galois theory and applications to number theory
Coordinació: Daniel Gil Muñoz i Cornelius Greither
Four lectures on $p$-adic Hodge-Tate theory and applications.
Coordinació: TBA
- Overview and Motivation.
Josu Pérez Zarraonandia - Hodge-Tate Representations
Matilde Vieira Lino da Costa - Three Period Rings for the Elven-kings
Filip Gawron - Classification of $p$-adic Representations of Elliptic Curves
Jose Castro-Moreno
Invited talks and communications
Coordinació: Bernat Plans Berenguer
- Exploring extensions of Dirichlet and Green-Tao theorems on arithmetic progressions over polynomial and formal power series rings
Alberto Fernandez Boix - Recognizing fake elliptic curves
Enric Florit - Hasse principle and twists of the modular curve X(p)
Nuno Freitas - Primes ramified in coefficient fields of modular forms
Filip Gawron - Squares in arithmetic progression over number fields
Enrique González-Jiménez - Elliptic curves attached to abelian threefolds with imaginary multiplication
Pip Goodman - Fermat curves over number fields and the Hasse principle
Alain Kraus - Extension of root-based attacks against fully-split PLWE instances via isomorphisms
Rodrigo Martín Sánchez-Ledesma - Revisiting the Fermat equation of exponents (3,3,p)
Diana Mocanu - Explicit lower bounds on the conductors of elliptic curves and abelian varieties over number fields
Pierre Tchamitchian - Todo entero se puede escribir como suma de un cuadrado y un libre de cuadrados.
Jorge Urroz - Correspondence theorems for infinite Hopf–Galois extensions
Gabor Wiese
Calendari
El calendari encara no s'ha confirmat.
Compte
Llengües: