Angelo Vistoli

University of Bologna
Scientific, Seminar
Algebraic Geometry Seminar: Angelo Vistoli
March 22, 2012
University of British Columbia
Abstract: Let X be a variety over a field k, with a fixed rational point x_0 in X(k). Nori defined a profinite group scheme N(X,x_0), usually called Nori's fundamental group, with the property that homomorphisms N(X,x_0) to a fixed finite group...
Scientific, Seminar
Geometry and Physics Seminar: Angelo Vistoli
April 27, 2015
University of British Columbia
Galois cohomological invariants for algebraic groups are an arithmetic analogue of characteristic classes in algebraic topology; Totaro and Guillot connected them to unramified étale cohomology and Rost’s higher Chow Groups. In his PhD thesis...