Title: Galois extensions of function fields and the Tchebotarev property
Speaker: Pierre Debes (Lille 1)
 
Abstract: This is a joint work with Sara Checcoli. We extend the 
Tchebotarev property of number field extensions to function field 
extensions over certain base fields. Our base fields include number 
fields, p-adic fields, finite fields, PAC fields., etc.
I will show that this 
property is the core of some local-global properties of infinite 
Galois extensions and explain its connection with the Hilbert 
specialization property and the Grunwald problem.