9 nov 2021 -- 14:30
Aula Tricerri, DIMaI, Firenze
Seminari di Geometria Differenziale e Analisi Complessa del Dipartimento di Matematica e Informatica "Ulisse Dini" dell'Università di Firenze
Abstract.
Vaisman’s theorem for locally conformally K\" ahler (lcK) compact manifolds states that any lcK metric on a compact complex manifold which admits a K\" ahler metric is, in fact, globally conformally K\" ahler. In this talk, I will show the steps we used to extend this result to compact complex spaces with singularities. This is a joint work with Ovidiu Preda.