Arithmetic of Euler systems
2015, Aug 22 -- Aug 30
Organizers:
X. Guitart (U. Barcelona)
M. Masdeu (Warwick U.)
| Introduction to modular curves | |
| Y. Kezuka | |
| Hida theory | |
| C. Williams | |
| Overview | |
| D. Loeffler |
| Siegel units and Eisenstein classes | |
| A. Cauchi | |
| Definition of the Euler systems | |
| H. Guhanvenkat | |
| Anti-cyclotomic p-adic L-functions and the exceptional zero phenomenon | |
| S. Molina | |
| On Gross points at infinite level | |
| C.-H. Kim |
| Compatibility in p-adic families | |
| F. Fité | |
| Norm-compatibility relations | |
| V. Pal | |
| p-adic heights of Heegner points and Beilinson-Flach elements | |
| F. Castella |
| Bloch--Kato / Perrin-Riou theory | |
| B. Joyal | |
| P-adic Eichler--Shimura isomorphisms | |
| Y. Wu | |
| TBA | |
| S. Zerbes | |
| TBA | |
| C. Skinner |
| Syntomic and FP cohomology | |
| L. Gehrmann | |
| Evaluation of the regulators | |
| N. Dogra | |
| TBA | |
| H. Darmon | |
| Diagonal cycles and elliptic curves of rank two | |
| V. Rotger |
| Proofs of the explicit reciprocity laws | |
| G. Rosso | |
| Applications: bounding Selmer and Sha | |
| J. Lamplugh |