Explore the geometric and analytic aspects of the Quantum Hall effect through a one-hour lecture that delves into the application of the Grothendieck-Riemann-Roch formula. Gain insights from D. Zvonkine of CNRS, Paris Saclay, as they present a mathematical approach to understanding this fundamental phenomenon in condensed matter physics. Discover how advanced mathematical concepts intersect with quantum mechanics in this in-depth presentation offered by NCCR SwissMAP.
Overview
Syllabus
Quantum Hall effect via the Grothendieck-Riemann-Roch formula, D.Zvonkine (CNRS, Paris Saclay)
Taught by
NCCR SwissMAP
Related Courses
-
Quantum Hall Effects
-
Adiabatic Deformations of Quantum Hall Droplets
-
Fractional Quantum Hall Effect in Multicomponent Systems: Old and New
-
Integer Quantum Hall Effect on Complex Manifolds - A Probabilistic View
-
Magnetic Bundle in the Multilayer Model of the Fractional Quantum Hall Effect on a Torus
-
Theory of Fractional Quantum Hall Interferometers
