Symplectic Monodromy at radius 0 and equimultiplicity of families of hypersurfaces with constant Milnor number
Javier Fernández de Bobadilla and Tomasz PelkaAGDT Seminar
on 6/10/22
Abstract: We are going to discuss some recent developments regarding the lattice cohomology of singularities: in particular the introduction of a method to produce analogous invariants from certain general types of algebraic/combinatorial structures, and how that can be used to construct invariants in a variety of situations, e.g. giving us an analytic analogue to the classical, topological theory in the case of surface singularities.