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SUMMARY:An Albanese construction for Campana's C-pairs
DTSTART:20221208T101500
DTEND:20221208T114500
DTSTAMP:20260503T011224Z
UID:940e0dd306d58ca6ca77dcfa8be1770edc4fa9d9001495ffac98b394
CATEGORIES:Conferences - Seminars
DESCRIPTION:Stefan Kebekus (University of Freiburg)\nAlmost twenty years a
 go\, Campana introduced C-pairs to complex geometry. Interpolating between
  compact and non-compact geometry\, C-pairs capture the notion of "fractio
 nal positivity" in the "fractional logarithmic tangent bundle". Today\, th
 ey are an indispensible tool in the study of hyperbolicity\, higher-dimens
 ional birational geometry and several branches of arithmetic geometry.\n\n
 This talk reports on joint work with Erwan Rousseau. Aiming to construct a
  "C-Albanese variety"\, we clarify the notion of a "morphism of C-pairs" a
 nd discuss the beginnings of a Nevanlinna theory for "orbifold entire curv
 es". 
LOCATION:GR A3 32 https://plan.epfl.ch/?room==GR%20A3%2031
STATUS:CONFIRMED
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