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SUMMARY:First order effectiveness in arithmetic geometry
DTSTART:20160303T171500
DTEND:20160303T180000
DTSTAMP:20260407T183539Z
UID:58fdcd2b301d1f1c3befc7c3ea1316dda935664876e6aa8f3d9c93b8
CATEGORIES:Conferences - Seminars
DESCRIPTION:Prof. Florian Pop\, University of Pennsylvania (US)\n In my t
 alk I plan to present / explain one of the most fundamental open questions
  about first order effectiveness in arithmetic geometry\, the so called "e
 lementary equivalence versus isomorphism problem." The problem is\, among 
 other things\, about giving uniform concrete formulas which characterize t
 he number fields\, the function fields of arithmetic curves\, etc.\,up to 
 isomorphism. The question in general is wide open\, but there is relativel
 y recent promising progress\, on which I plan to report.
LOCATION:MA11 http://plan.epfl.ch/?lang=fr&room=ma11
STATUS:CONFIRMED
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