MODNET
Research Training Network in Model Theory
Publications > Preprint server > Preprint Number 1154

Preprint Number 1154

Previous Next Preprint server


1154. Ya'acov Peterzil, Sergei Starchenko
Algebraic and o-minimal flows on complex and real tori
E-mail:

Submission date: 31 January 2017

Abstract:

We consider the covering map π:C^n\to T of a compact complex torus. Given an algebraic variety X ⊆ C^n we describe the topological closure of π(X) in T. We obtain a similar description when T is a real torus and X ⊆ R^n is a set definable in an o-minimal structure over the reals.

Mathematics Subject Classification:

Keywords and phrases:

Full text arXiv 1701.09080: pdf, ps.


Last updated: February 1 2017 13:45 Please send your corrections to: