STNB2026 (39a edició)

Invited talks and communications

Coordinació

Bernat Plans Berenguer

Xerrades

  1. Exploring extensions of Dirichlet and Green-Tao theorems on arithmetic progressions over polynomial and formal power series rings (Alberto Fernandez Boix)
  2. Recognizing fake elliptic curves (Enric Florit)
  3. Hasse principle and twists of the modular curve X(p) (Nuno Freitas)
  4. Primes ramified in coefficient fields of modular forms (Filip Gawron)
  5. Squares in arithmetic progression over number fields (Enrique González-Jiménez)
  6. Elliptic curves attached to abelian threefolds with imaginary multiplication (Pip Goodman)
  7. Fermat curves over number fields and the Hasse principle (Alain Kraus)
  8. Extension of root-based attacks against fully-split PLWE instances via isomorphisms (Rodrigo Martín Sánchez-Ledesma)
  9. Revisiting the Fermat equation of exponents (3,3,p) (Diana Mocanu)
  10. Explicit lower bounds on the conductors of elliptic curves and abelian varieties over number fields (Pierre Tchamitchian)
  11. Todo entero se puede escribir como suma de un cuadrado y un libre de cuadrados. (Jorge Urroz)
  12. Correspondence theorems for infinite Hopf–Galois extensions (Gabor Wiese)

Tornar al seminari

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