An Isaac Newton Institute Workshop

Model Theory, Algebraic and Analytic Geometry

Elementary equivalence vs isomorphism over large fields

15th July 2005

Author: Florian Pop (U Pennsylvania)

Abstract

During the last time there was some progress in tackling the problem of "elementary equivalence vs isomorphism" for function fields in both the arithmetical and the geometric situation. We will show that actually similar results can be obtained in the case of function fields over the so called large fields (under some supplementary "finiteness" hypothesis).

Related Links