Seminar series
Date
Thu, 29 Oct 2015
Time
17:30 -
18:30
Location
L6
Speaker
Florian Pop
Organisation
University of Pennsylvania
In contrast to the Artin-Schreier Theorem, its $p$-adic analog(s) involve infinite Galois theory, e.g., the absolute Galois group of $p$-adic fields. We plan to give a characterization of $p$-adic $p$-Henselian valuations in an essentially finite way. This relates to the $Z/p$ metabelian form of the birational $p$-adic Grothendieck section conjecture.