17 - 21 June 2013, University of Luxembourg, Campus Kirchberg, Room A17
Ian Kiming, Panagiotis Tsaknias, Gabor Wiese
Date | Time | Speaker | Title |
Monday, 17 June 2013 | 10:30-11:30 | Gabor Wiese | Some topics of mod p^n modular forms and Galois representations (Introduction to the Workshop) |
12:00-13:00 | Ian Kiming | Overconvergent modular forms, Hida and Coleman families (I) | |
14:30-15:30 | Panagiotis Tsaknias | Modular forms mod p^n: observations and theorems | |
16:00-17:00 | Nadim Rustom | Overconvergent modular forms, Hida and Coleman families (II) | |
Tuesday, 18 June 2013 | 08:45-9:45 | Tommaso Centeleghe | The Gouvêa-Mazur Conjecture |
10:15-11:45 | Gebhard Böckle | Computing the L-invariant | |
12:00-13:00 | Bartosz Naskrecki | On higher congruences between cusp forms and Eisenstein series | |
Wednesday, 19 June 2013 | 09:00-10:00 | Gabor Wiese | The Gouvêa-Mazur Conjecture and Wan's paper |
10:30-11:30 | Judith Ludwig | Introduction to the GL(2)-eigencurve | |
Thursday, 20 June 2013 | 09:00-10:00 | Agnès David | Bounds for ramification of p^n-torsion semistable representations (after Caruso and Liu) |
10:30-11:30 | Judith Ludwig | p-adic functoriality for eigenvarieties of unitary groups | |
Friday, 21 June 2013 | 09:00-10:00 | Tommaso Centeleghe | Computing Integral Frobenius |
10:30-11:30 | Rajender Adibhatla | The Ramakrishna-Taylor method and modular lifts of mod p^n Galois representations |
Name | Affiliation |
Rajender Adibathla | Université du Luxembourg |
Sara Arias-de-Reyna | Université du Luxembourg |
Gebhard Böckle | Universität Heidelberg |
Hoan-Phung Bui | Université du Luxembourg |
Tommaso Centeleghe | Universität Heidelberg |
Agnès David | Université du Luxembourg |
Ilker Inam | Uludag University |
Ian Kiming | University of Copenhagen |
Judith Ludwig | Imperial College London |
Bartosz Naskrecki | University of Poznan |
Nadim Rustom | University of Copenhagen |
Panagiotis Tsaknias | Université du Luxembourg |
Gabor Wiese | Université du Luxembourg |
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Last modification: 21 June 2013.