Barcelona Fall Workshop on Number Theory II

Main Talks

Co-ordinators

Luis Dieulefait and Nuno Freitas

Talks

  1. Isomorphisms of modular Galois representations and graphs (Samuele Anni (Univ. Aix-Marseille))
  2. Dihedral Galois representations and CM forms (Nicolas Billerey (Univ. Clermond-Ferrand))
  3. Formal theorem proving with a view towards Diophantine equations (Sander R. Dahmen (VU Univ. Amsterdam))
  4. A geometric Serre weight conjecture (Fred Diamond (King's College London))
  5. Implementing Algorithms to Compute Elliptic Curves Over $\mathbb{Q}$ (Adela Gherga (UBC Vancouver))
  6. Congruences for sporadic sequences and modular forms for non-congruence subgroups (Matija Kazalicki (Zagreb))
  7. Quadratic Chabauty for nonsplit Cartan modular curves (Samuel Le Fourn (Grenoble))
  8. Uniform Kummer theory for elliptic curves over Q ( Davide Lombardo (Pisa))
  9. Modularity of elliptic curves over totally real cubic fields (Filip Najman (Zagreb))
  10. Fermat equation with coefficients (Eduardo Soto (Barcelona))
  11. Diophantine applications of Serre's modularity conjecture (George Turcas (Bucharest))
  12. Integral presentations of $GL(n)\ast GL(2)$ Rankin-Selberg L-functions and applications (Jeanine van Order (Bielefeld))

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