100, rue des maths 38610 Gières / GPS : 45.193055, 5.772076 / Directeur : Louis Funar

Simon Jubert

Riemann uniformization Theorem via existence of canonical metrics
Jeudi, 20 Janvier, 2022 - 17:30 à 18:30
Résumé : 

In complex geometry there are several strategies to classify
complex manifolds. One of these strategies consists of studying the
existence of a canonical metrics. A famous example of this phenomenon is
the Riemann uniformization Theorem, which gives a classification of the
Riemann surface. After defining the notion of complex structure and
canonical metric on a manifold, we will explain how we can use the
existence of such a metric to show the Riemann uniformization Theorem.

Institution de l'orateur : 
Institut de Mathématiques de Toulouse
Thème de recherche : 
Salle : 
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