Thu, 06 Mar 2008
15:00
15:00
L3
Computing zeta functions in families of curves on toric surfaces using deformation
Wouter Castryck
(Royal Holloway, University of London)
Forthcoming events in this series
Thu, 28 Feb 2008
15:00
15:00
L3
Some examples of local galois module structure in characteristic 0 and characteristic p
Nigel Byott
(Exeter)
Mon, 25 Feb 2008
15:00
15:00
L3
Computing zeta functions in families of curves on toric surfaces using deformation.
Wouter Castryck
(Royal Holloway)
Thu, 14 Feb 2008
15:00
15:00
L3
Thu, 07 Feb 2008
15:00
15:00
L3
Thu, 24 Jan 2008
15:00
15:00
L3
Thu, 17 Jan 2008
15:00
15:00
L3
Polynomial formulae for theta functions on non-hyperelliptic Jacobians
Nick Shepherd-Barron
(Cambridge)
Thu, 22 Nov 2007
15:00
15:00
L3
Thu, 08 Nov 2007
15:00
15:00
L3
Thu, 01 Nov 2007
15:00
15:00
L3
The Circle Problem
Peter Swinnerton-Dyer
(Cambridge)
Abstract
Let N(A) be the number of integer solutions of x^2 + y^2
Thu, 18 Oct 2007
16:00
16:00
L3
Thu, 07 Jun 2007
16:00
16:00
L3
Calculating the zeta functions of curves over large finite fields of small characteristic
Jan Denef
(Leuven)
Thu, 31 May 2007
16:00
16:00
L3
Thu, 24 May 2007
16:00
16:00
L3
Congruences between modular forms over imaginary quadratic fields and Galois representations
Tobias Berger
(Cambridge)
Thu, 17 May 2007
16:00
16:00
L3
Thu, 10 May 2007
16:00
16:00
L3
Thu, 03 May 2007
16:00
16:00
L3
Thu, 30 Nov 2006
16:00
16:00
L3
The weight part of Serre's conjecture for Hilbert modular forms
Fred Diamond
(King's College, London)
Abstract
I will explain the statement of a generalization of Serre's conjecture on mod p Galois representations to the context of Hilbert modular forms. The emphasis will be on the recipe for the set of possible weights (formulated by Buzzard, Jarvis and myself, and partly proved by Gee) and its behavior in some special cases.