Time: 09h30, Thursday, April 21st, 2022.

Venue: Room 303, A5, Institute of Mathematics, VAST

Abstract: A germ of holomorphic mapping is an object which describes a holomorphic mapping locally. Germs are trivial from the homological point of view, but they can be studied via the homology of small perturbations of the original map-germ. In this talk we will discuss some open problems and recent results on the homology of perturbations of germs of mappings, with special emphasis on the connections with classical results on the Milnor fibration of germs of hypersurfaces.