# 3rd Budapest workshop on characteristic classes of singularities

**Wednesday, July 28, 2021**

14:00 – 15:00 | László Fehér | ELTE Budapest | Motivic classes of coincident root loci and enumerative geometry: Introduction |

15:30 – 16:30 | Balázs Kőműves | Discriminants in the relative Grothendieck group of varieties | |

17:00 – 18:00 | Andrzej Weber | University of Warsawa | Characteristic classes for B-orbits in the nilpotent cone |

**Thursday, July 29, 2021**

14:00-15:00 | András Juhász | ELTE Budapest | Motivic classes of coincident root loci and enumerative geometry: Methods and conjectures |

15:30 – 16:30 | Richárd Rimányi | UNC Chapel Hill | The role of characteristic classes in Geometric Representation Theory |

Lectures will take place in the “Tondós terem” of the Rényi Institute, Budapest.