A unified microscopic bosonization of the edge chiral field theory both for the Integer Quantum Hall Effect and the Laughlin wavefunction is given, without relying on the corresponding classical plasma. The edge excitations for the Laughlin wavefunction are adiabatically constructed starting from those of the integer case
We develop a method to efficiently calculate trial wave functions for quantum Hall systems which inv...
International audienceIn two dimensions strongly interacting bosons in a magnetic field can form an ...
International audienceThe combination of interactions and static gauge fields plays a pivotal role i...
A microscopic construction of the chiral boson edge field theory for neutral and charged excitations...
The low-lying excitations of a quantum Hall state on a disk geometry are edge excitations. Their dyn...
Trial wave functions for Laughlin's liquids in the presence of confining potentials are considered. ...
International audienceWe investigate the entanglement entropy in the integer quantum Hall effect in ...
ABSTRACT: The dynamical theory of the edge excitations of generic fractional quan-tum Hall (FQH) sta...
We find the Laughlin states of the electrons on the Poincare half-plane in different representations...
We investigate lattice effects on wave functions that are lattice analogs of bosonic and fermionic L...
Advancing a microscopic framework that rigorously unveils the underlying topological hallmarks of fr...
URL:http://link.aps.org/doi/10.1103/PhysRevB.54.R14309 DOI:10.1103/PhysRevB.54.R14309We present a m...
We report a theoretical study of the linear and nonlinear dynamics of edge excitations of an integer...
Using the correlation function of chiral vertex operators of the Coulomb gas model, we find the Laug...
Motivated by the recent progresses in the formulation of geometric theories for the fractional quant...
We develop a method to efficiently calculate trial wave functions for quantum Hall systems which inv...
International audienceIn two dimensions strongly interacting bosons in a magnetic field can form an ...
International audienceThe combination of interactions and static gauge fields plays a pivotal role i...
A microscopic construction of the chiral boson edge field theory for neutral and charged excitations...
The low-lying excitations of a quantum Hall state on a disk geometry are edge excitations. Their dyn...
Trial wave functions for Laughlin's liquids in the presence of confining potentials are considered. ...
International audienceWe investigate the entanglement entropy in the integer quantum Hall effect in ...
ABSTRACT: The dynamical theory of the edge excitations of generic fractional quan-tum Hall (FQH) sta...
We find the Laughlin states of the electrons on the Poincare half-plane in different representations...
We investigate lattice effects on wave functions that are lattice analogs of bosonic and fermionic L...
Advancing a microscopic framework that rigorously unveils the underlying topological hallmarks of fr...
URL:http://link.aps.org/doi/10.1103/PhysRevB.54.R14309 DOI:10.1103/PhysRevB.54.R14309We present a m...
We report a theoretical study of the linear and nonlinear dynamics of edge excitations of an integer...
Using the correlation function of chiral vertex operators of the Coulomb gas model, we find the Laug...
Motivated by the recent progresses in the formulation of geometric theories for the fractional quant...
We develop a method to efficiently calculate trial wave functions for quantum Hall systems which inv...
International audienceIn two dimensions strongly interacting bosons in a magnetic field can form an ...
International audienceThe combination of interactions and static gauge fields plays a pivotal role i...
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