Speaker: Walter Feit (Yale University)
Title: K admissibility of certain finite groups
Abstract:
Let K be a field. A finite group G is K-admissible
if there exists a central division algebra D and a maximal
subfield L which is normal over K such that Gal(L/K) = G.
I will discuss various results in case K is an algebraic
number field. (No knowledge about Division Algebras is
required.)