Edge dynamics of an Integer Quantum Hall system
arXiv:2009.08771
Abstract
In this master thesis work the linear and non linear edge dynamics of a non-interacting system of fermions in a Integer Quantum Hall state is theoretically and numerically studied.
arXiv commentMaster thesis work for the Università degli Studi di Trento, under the supervision of Pr. Iacopo Carusotto
References in corpus (4)
- A General Theorem Relating the Bulk Topological Number to Edge States in Two-dimensional Insulators
- Lectures on the Quantum Hall Effect
- Quantum Shock Waves - the case for non-linear effects in dynamics of electronic liquids
- Non-Linear hydrodynamics and Fractionally Quantized Solitons at Fractional Quantum Hall Edge