Toric Kato manifolds

Alexandra OTIMAN
IMAR, University of Florence, Aarhus University

Date(s) : 14/12/2021   iCal
11 h 00 min - 12 h 00 min

Title: Toric Kato manifolds

Abstract: Kato manifolds are compact complex manifolds containing a global spherical shell. In this talk I plan to describe a special class of Kato manifolds in arbitrary complex dimension, whose construction arises from toric geometry. Using the toric language, I will present several of their analytic and geometric properties, including existence of special complex submanifolds and partial results on their Dolbeault cohomology. Moreover, since they are compact complex manifolds of non-Kahler type, I will investigate what special Hermitian metrics they support.

Paramètres connexion Zoom:

Sujet : Séminaire de Géométrie Complexe

ID de réunion : 949 8859 3530
Code secret : voir l’annonce par mail


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