Dynamical delocalization in random Landau Hamiltonians
METADATA ONLY
Loading...
Author / Producer
Date
2007-07
Publication Type
Journal Article
ETH Bibliography
yes
Citations
Altmetric
METADATA ONLY
Data
Rights / License
Abstract
We prove the existence of dynamical delocalization for random Landau Hamiltonians near each Landau level. Since typically there is dynamical localization at the edges of each disordered-broadened Landau band, this implies the existence of at least one dynamical mobility edge at each Landau band, namely a boundary point between the localization and delocalization regimes, which we prove to converge to the corresponding Landau level as either the magnetic field goes to infinity or the disorder goes to zero.
Permanent link
Publication status
published
External links
Editor
Book title
Journal / series
Volume
166 (1)
Pages / Article No.
215 - 244
Publisher
Princeton University Press
Event
Edition / version
Methods
Software
Geographic location
Date collected
Date created
Subject
Organisational unit
03355 - Graf, Gian Michele / Graf, Gian Michele