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Logarithmic connections on Riemann Surfaces

Nikita Nikolaev
(University of Geneva)
Introductory seminar
Tuesday, 26 February, 2019, at 16:15-17:00, in Koll. G3 (1532-218)
Abstract:
Logarithmic connections on Riemann surfaces is the geometric point of view on a class of singular ordinary differential equations. Obviously, these are fundamentally important objects, and there are many different ways to think about them. I will explain the way I like to think about them and give some concrete examples. The prerequisites are basic understanding of Riemann surfaces, sheaves, vector bundles, and categories.
Organised by: QGM
Contact person: Sergey Arkhipov