STNB2026 (39th edition)
Invited talks and communications
Co-ordinators
Talks
- 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)
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