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Mesoscopic Systems and Quantum Hall Effect physics
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1.
Unconventional quantum Hall effect and Berry's phase of 2pi in bilayer graphene
K. S. Novoselov
;
E. McCann
;
S. V. Morozov
;
V. I. Falko
;
M. I. Katsnelson
;
U. Zeitler
;
D. Jiang
;
F. Schedin
;
A. K. Geim
;
23 Feb 2006
/ Nature Physics 2, 177-180 (2006)
2.
The Quantum Hall Effect of Interacting Electrons in a Periodic Potential
Daniela Pfannkuche
;
Allan H. MacDonald ( Department of Physics
;
Indiana University
;
Bloomington
;
USA
;
1 Oct 1996
3.
Twenty years since the discovery of the Fractional Quantum Hall Effect: current state of the theory
M.I. Dyakonov
;
9 Sep 2002
/ In: Recent Trends in Theory of Physical Phenomena in High Magnetic Fields, I.D. Vagner et al (eds.), pp. 75-88, Kluwer Academic Publishers (2003).
4.
Fractional-quantum-Hall edges at filling factor 1-1/m
U. Zuelicke
;
A. H. MacDonald
;
M. D. Johnson
;
20 May 1999
5.
Orbifold Duality Symmetries and Quantum Hall systems
Spyros Skoulakis
;
Steven Thomas
;
3 Jun 1998
/ Nucl.Phys. B538 (1999) 659-684
6.
Quantum Hall Effect on Higher Dimensional Spaces
Ahmed Jellal
;
11 May 2005
/ Nucl.Phys. B725 (2005) 554-576 DOI: 10.1016/j.nuclphysb.2005.07.034
7.
Interaction and dimensionality in the quantum Hall physics
Hideo Aoki
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3 Oct 2003
8.
Towards the fractional quantum Hall effect: a noncommutative geometry perspective
Matilde Marcolli
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Varghese Mathai
;
15 Feb 2005
9.
Effect of charge state in nearby quantum dots on quantum Hall effect
K. Takehana
;
T. Takamasu
;
G. Kido
;
H. Henini
;
14 Sep 2005
10.
Exciton in Matrix Formulation of Quantum Hall Effect
Yuko Kobashi
;
Bhabani Prasad Mandal
;
Akio Sugamoto
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8 Feb 2002
/ Nucl.Phys. B679 (2004) 405-426 DOI: 10.1016/j.nuclphysb.2003.12.007
11.
The stochastic limit of the Fröhlich Hamiltonian: relations with the quantum Hall effect
L. Accardi
;
F. Bagarello
;
3 May 2001
12.
Advanced Lanczos diagonalization for models of quantum disordered systems
Isa Kh. Zharekeshev
;
Bernhard Kramer
;
3 Feb 2000
/ Computer Physics Commun. 121-122 (1999) 502
13.
Charge Deficiency, Charge Transport and Comparison of Dimensions
Joseph E. Avron
;
Ruedi Seiler
;
Barry Simon
;
10 Mar 1998
/ Comm.Math.Phys. 159, 399-422, (1994)
14.
Unconventional Integer Quantum Hall effect in graphene
V.P. Gusynin
;
S.G. Sharapov
;
22 Jun 2005
/ Phys.Rev.Lett. 95 (2005) 146801 DOI: 10.1103/PhysRevLett.95.146801
15.
Scaling in the Integer Quantum Hall Effect: interactions and low magnetic fields
Bodo Huckestein
;
Michael Backhaus
;
11 Apr 2000
16.
Quasi-particles in Fractional Quantum Hall Effect Edge Theories
R. A. J. van Elburg
;
K. Schoutens
;
26 Dec 1997
/ Physical Review B. 58 (1998), p. 15704
17.
Quantum Hall Effect in Three Dimensional Layered Systems
Yigal Meir
;
17 Dec 1997
18.
Edge-Magnetoplasmon Wave-Packet Revivals in the Quantum Hall Effect
U. Zuelicke
;
R. Bluhm
;
V. A. Kostelecky
;
A. H. MacDonald
;
6 Dec 1996
/ Phys. Rev. B 55, 9800 (1997)
19.
Frequency Dependent Electrical Transport in the Integer Quantum Hall Effect
Ludwig Schweitzer
;
11 Mar 2003
20.
Higher-Dimensional Quantum Hall Effect in String Theory
Michal Fabinger
;
4 Dec 2001
/ JHEP 0205 (2002) 037
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