STNB

STNB 2015 (29th year)

Comunications

Co-ordinators

Montse Alsina, Piermarco Milione and Hayden Stainsby

Talks

1. Elliptic Curves over Real Quadratic Fields are Modular (Samir Siksek)
2. From the Generalized Fermat Equation to Hilbert modular forms with prescribed inertia types (Nuno Freitas)
3. Contributions to the study of Cartier algebras and differential operators (Alberto Fernandez Boix)
4. New developments on the Birch and Swinneton-Dyer conjecture (Victor Rotger Cerda)
5. A new Heegner point construction (Carlos de Vera Piquero)
6. Goldbach's weak conjecture. Helfgott's theorem and numeric verification (Eduard Roure Perdices)
7. Bad reduction of genus 3 curves with complex multiplication (Elisa Lorenzo)
8. Computing equations of elliptic curves over number fields via $p$-adic methods (Xavier Guitart and Xevi Guitart)
9. Computation of triangular bases of integral closures (Hayden Stainsby)
10. Statistics in function fields: the biquadratic case (Piermarco Milione)