[
Queen's Univeristy
|
Mathematics and Statistics
|
Seminars
]
David Zywina
Office:
216 Jeffery Hall
Email:
Javascript not enabled. Email: zywina at math dot berkeley dot edu.
Curriculum Vitae
Current Teaching:
Math 121
,
Apsc 171J
Research articles:
Preprints/Publication
The splitting of reductions of an abelian variety
Explicit class field theory for global function fields
The Sato-Tate Law for Drinfeld modules
On the surjectivity of mod l representations associated to elliptic curves
(
code
)
Bounds for Serre's open image theorem
Abelian varieties over large algebraic fields with infinite torsion
Hilbert's irreducibility theorem and the larger sieve
Splitting fields of characteristic polynomials of random elements in arithmetic groups
with
F. Jouve
and
E. Kowalski
The Chebotarev invariant of a finite group
with
E. Kowalski
(
short version
)
A refinement of Koblitz's conjecture
Drinfeld modules with maximal Galois action on their torsion points
Elliptic curves with maximal Galois action on their torsion points
The Lang-Trotter conjecture and mixed representations
The large sieve and Galois representations
Arithmetic E8 lattices with maximal Galois action
with
Tony Varilly
An explicit integral polynomial whose splitting field has Galois group W(E8)
with
F. Jouve
and
E. Kowalski
Miscellaneous notes:
Inverse Galois problem for small simple groups
Last Updated: January, 2012
