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Sommer School "o-Minimal Structures in Algebraic Geometry", September 9-13, 2019 Freiburg

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Originating in model theory, o-minimality is a tameness property of real sets which enjoys important finiteness properties. O-minimal structures have recently found a number of important applications to algebraic and arithmetic geometry. The aim of this summer school is to provide an introduction to these ideas for an audience of non-experts.

What
  • Summer Schools
When Sep 09, 2019 09:00 AM to
Sep 13, 2019 04:00 PM
Where HS II, SR 404, 403, 125
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  • Three lecture series on „o-minimal Structures and Algebraization“, „Functional Transcendence and Diophantine Geometry“ and „Applications to Hodge Theory“. Speakers are Benjamin Bakker, Yohan Brunebarbe, Bruno Klingler.

  • One additional lecture on „Introduction to o-minimal structures“ by Amador Martin-Pizarro.

Website:

https://cplx.vm.uni-freiburg.de/omin

Organizers: Johan Commelin, Annette Huber-Klawitter, Stefan Kebekus

Enroll: Please contact Irina Brunner <gk1821-admin@math.uni-freiburg.de> before 1st August 2019. The deadline for funding requests is 1st July 2019

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