STNB

STNB2019 (33rd edition)

Communications

Co-ordinators

Bernat Plans Berenguer

Talks

1. On the failure of Gorensteinness at weight 1 Eisenstein points of the eigencurve (Adel Betina)
2. Pullbacks of Siegel forms and algebraicity of L-values (with a view to p-adic L-functions) (Carlos de Vera Piquero)
3. An algorithm for producing differential operators in prime characteristic (Alberto Fernandez Boix)
4. On the asymptotic Fermat Last Theorem (Nuno Freitas)
5. Non-cristalline generalized Kato classes and the values of the triple-product p-adic L-function at classical points (Francesca Gatti)
6. Integral Hopf Galois structures of degree 2p dihedral extensions (Daniel Gil)
7. Serre's constant of elliptic curves over the rationals (Enrique González-Jiménez)
8. A comparative study in an elementary proof of the Prime Number Theorem in Arithmetic Progressions (José Granados)
9. Modular invariants for genus 3 hyperelliptic curves (Elisa Lorenzo)
10. Invariants of algebraic elements over henselian fields (Nathália Moraes de Oliveira)
11. Iwasawa theory and Euler systems: the case of diagonal cycles (Óscar Rivero Salgado)
12. Local restrictions to asymptotic Fermat conjecture with coefficients (Eduard Soto)
13. On the level raising of cuspidal eigenforms modulo prime powers. (Emiliano Torti)
14. Arrels primitives: fets i qüestions (Artur Travesa)