Seminar series
Date
Fri, 10 Jun 2005
12:00
12:00
Location
L1
Speaker
Sergei Starchenko
Organisation
Notre Dame
Let M be an ordered vector space over an ordered division ring, and G a definably compact, definably connected group definable in M. We show that G is definably isomorphic to a definable quotient U/L, where U is a convex subgroup of M^n and L is a Z-lattice of rank n. This is a joint work with Panelis Eleftheriou.