Cambridge Singularity Day
Morning session (Friday, March 15, 2024)
| 9:30 – 9:50 | Laurentiu Maxim | University of Wisconsin and Newton Institute Cambridge | Higher du Bois and higher rational singularities of hypersurfaces |
| 10:00 – 10:20 | Andrzej Weber | University of Warsaw | Elliptic classes of link patterns |
| 10:30 – 10:50 | András Némethi | Rényi Institute Budapest | Lattice cohomologies |
Afternoon session (Friday, March 15, 2024)
| 13:30-13:50 | Jörg Schürmann | Universität Münster | Motivic Chern classes via the cotangent bundle |
| 14:00-14:20 | Richárd Rimányi | UNC Chapel Hill and Newton Institute Cambridge | Elliptic characteristic classes, 3d mirror symmetry, instanton counts |
| 14:30-14:50 | Gergely Bérczi | Aarhus University and Newton Institute Cambridge | Stabilisation of tautological forms on Hilbert scheme of points |
| 15:00-15:20 | András Szenes | University of Geneva | Intersection cohomologies of the moduli spaces of vector bundles |
| 15:30-15:50 | Toru Ohmoto | Waseda University | Universal polynomials for multi-singularity loci of maps |
Organizer: Richárd Rimányi, UNC Chapel Hill and Newton Institute Cambridge
Lectures will take place in “Seminar Room 1” of the Newton Institute Cambridge.