| Résume | We show that the cohomology of moduli spaces of ordinary Higgs
bundles, i.e. twisted by the canonical class, decomposes in elementary
summands depending on the topology of the symplectic singularities on a
(fixed!) master object and/or the combinatorics of certain posets and
lattice polytopes. This is based on a joint work with Luca Migliorini
and Roberto Pagaria. |
