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Modifications of locally conformally Kähler spaces

Miron Stanciu (Institute of Mathematics of the Romanian Academy)
Tuesday 30 August 2022 10:00–11:00 Koll. D (1531-211)
Mathematics Seminar

We define locally conformally Kähler (lcK) spaces with possible singularities and talk about a few recent results obtained on them, chiefly an equivalent description in terms of their universal cover and the existence of a type of Vaisman Theorem about the compatibility of an lcK and a Kähler structure. We then define generalized lcK metrics and use them to show that this new class of spaces is stable under modifications. This is a joint work with Ovidiu Preda.

Organised by: Mathematics Group
Contact: Alexandra Otiman Revised: 25.05.2023