Starts 7 Jun 2017 14:30
Ends 7 Jun 2017 15:30
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Foliations with positive tangent sheaf
ICTP
Leonardo Building - Luigi Stasi Seminar Room
Abstract:
In recent years, techniques from higher dimensional algebraic geometry, specially from the minimal model program, have been successfully applied to the study of global properties of holomorphic foliations. In this talk I will discuss foliations with positive tangent sheaf, with focus on those with ample anti-canonical class. I will present some results and techniques developed in a series of joint works with Stéphane Druel.
In recent years, techniques from higher dimensional algebraic geometry, specially from the minimal model program, have been successfully applied to the study of global properties of holomorphic foliations. In this talk I will discuss foliations with positive tangent sheaf, with focus on those with ample anti-canonical class. I will present some results and techniques developed in a series of joint works with Stéphane Druel.