Applications of Iwasawa Algebras
Videos from BIRS Workshop
Jonathan Pottharst, Boston University
Monday Mar 4, 2013 09:02 - 10:01
Review of (φ, Γ)-modules
David Loeffler, University of Warwick
Monday Mar 4, 2013 10:32 - 11:31
Local e-isomorphisms for crystalline Galois representations
Laurent Berger, Ecole Normale Supérieure de Lyon
Monday Mar 4, 2013 15:53 - 16:40
Multivariable Lubin-Tate (φ, Γ)-modules
Sarah Zerbes, ETH Zürich
Tuesday Mar 5, 2013 10:31 - 11:25
Euler systems for Rankin-Selberg convolutions of modular forms
Andreas Nickel, Bielefeld University
Tuesday Mar 5, 2013 15:30 - 16:30
Equivariant Iwasawa theory and non-abelian Stark-type conjectures
Andreas Riedel, Universitaet Heidelberg
Tuesday Mar 5, 2013 20:00 - 20:23
On Perrin-Riou’s exponential maps and reciprocity laws
Ulrich Schmitt, Universitaet Heidelberg
Tuesday Mar 5, 2013 20:30 - 20:51
On the interpolation part of a local main conjecture with a view towards a global twist statement
Mahesh Kakde, King's College London
Wednesday Mar 6, 2013 09:02 - 10:04
K-theory for Iwasawa algebras and related rings
Malte Witte, Universitaet Heidelberg
Wednesday Mar 6, 2013 10:15 - 11:13
Iwasawa algebras and localisation sequences in higher algebraic K-theory
Romyar Sharifi, University of California, Los Angeles
Wednesday Mar 6, 2013 11:31 - 12:28
Iwasawa algebras and Duality
Gergely Zábrádi, Eötvös Loránd University, Institute of Mathematics
Thursday Mar 7, 2013 09:00 - 10:01
Applications of Iwasawa algebras to representation theory
Jan Kohlhaase, Universität Münster
Thursday Mar 7, 2013 10:28 - 11:28
Modular Admissibility
Konstantin Ardakov, University of Oxford
Thursday Mar 7, 2013 14:04 - 15:02
Duflo’s theorem and two-sided ideals in Iwasawa algebras
Tobias Schmidt, Universitaet Muenster
Thursday Mar 7, 2013 15:30 - 16:34
Localisation for p-adic analytic representations
Somnath Jha, Osaka University
Thursday Mar 7, 2013 20:00 - 20:20
Fine Selmer group of Hoda deformations
Florian Sprung, Princeton University
Thursday Mar 7, 2013 20:29 - 20:54
Modesty in the size of the Tate-Shafarevich group
Ted Chinburg, University of Pennsylvania
Friday Mar 8, 2013 11:59 - 12:43
Equivariant coherent Euler characteristics and Iwasawa Theory