Home / Events / Seminars / Non-interacting orbital magnetism and bulk-edge correspondence for both Schrödinger and Dirac operators

Non-interacting orbital magnetism and bulk-edge correspondence for both Schrödinger and Dirac operators

Horia Cornean, Aalborg Universitet

Part of the cycle “Itinerant Quantum Math Meetings”

19/03/2026, 16:15h, “Sala Consiglio”, 7 floor, Department of Mathematics (Bd.14 Nave), Politecnico di Milano

ABSTRACT.  The main purpose of the talk is to explain what bulk-edge correspondence is for people who, like myself, think that plain operator theory and functional analysis could do as well as K and KK theory. I will present previous and ongoing work with J.-M. Barbaroux, L. Le Treust (Marseille & Toulon), M. Moscolari (Milano), S. Teufel (Tübingen), E. Stockmeyer (Santiago de Chile), K.S. Sørensen (Aalborg), and N. Raymond (Angers). They cover the Schrödinger case , thepure Dirac-Landau case and the general “infinite mass” Dirac case.