Edge dynamics of an Integer Quantum Hall system
Alberto Nardin
TL;DR
This thesis investigates the linear and nonlinear edge dynamics of a non-interacting fermionic system in an Integer Quantum Hall state through theoretical and numerical methods.
Contribution
It provides a detailed analysis of edge dynamics in IQH systems, combining theoretical modeling with numerical simulations.
Findings
Characterization of linear edge modes
Identification of nonlinear effects in edge dynamics
Numerical validation of theoretical predictions
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.
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Taxonomy
TopicsQuantum and electron transport phenomena · Quantum Information and Cryptography · Quantum optics and atomic interactions