Explicit Honda-Tate Theorem for supersingular Abelian varieties Upto Dimension 7

Speaker: Vijaykumar Singh (UCD)

Time: 3:00PM
Date: Wed 10th November 2010

Location: Mathematical Sciences Seminar Room

Honda-Tate theorem asserts the bijection between simple abelian varieties (upto isogeny) over finite fields of size q and Weil -q-numbers (upto conjugacy). We shall explicitly construct this Weil -q- numbers for supersingular
abelian varieties.

(This talk is part of the K-Theory, Quadratic Forms and Number Theory series.)