Add to ORKGThe properties of the ground state of N anyons in an external magnetic field and a harmonic oscillator potential are computed in the large-N limit using the Thomas-Fermi approximation. The number of level crossings in the ground state as a function of the harmonic frequency, the strength and the direction of the magnetic field and N are also studied
The Hamiltonian of three anyons in a harmonic-oscillator potential is diagonalized using a set of ha...
Abstract. An analytic expression is obtained for the free energy of fermions bound in an anisotropic...
An anyon wavefunction (characterized by the statistical factor n) projected onto the lowest Landau l...
The properties of the ground state of N anyons in an external magnetic field and a harmonic oscilla...
The ground-state energy and wave function of many anyons in a harmonic oscillator potential is studi...
We study the ground state of a large number N of 2D anyons in an external magnetic field. We conside...
We derive an analytic, albeit approximate, expression for the ground state energy of N Coulomb inter...
For the many-anyon system in an external magnetic field, we derive the energy spectrum as an exact s...
We analyze the ground-state energy of nanyons experiencing both a constant magnetic field and a harm...
We study a system of anyons with the statistics parameter θ=π/p, where p is a large integer. We use ...
International audienceIn two-dimensional space there are possibilities for quantum statistics contin...
19 pages, typos corrected; to appear in Nucl. Phys. BThe first-order, infinite-component field equat...
We calculate the ground state energy of three anyons in a harmonic potential near fermionic statisti...
We study a theoretical model for synthetic anyons in a noninteracting quantum many-body system. Synt...
In two-dimensional space there are possibilities for quantum statistics continuously interpolating b...
The Hamiltonian of three anyons in a harmonic-oscillator potential is diagonalized using a set of ha...
Abstract. An analytic expression is obtained for the free energy of fermions bound in an anisotropic...
An anyon wavefunction (characterized by the statistical factor n) projected onto the lowest Landau l...
The properties of the ground state of N anyons in an external magnetic field and a harmonic oscilla...
The ground-state energy and wave function of many anyons in a harmonic oscillator potential is studi...
We study the ground state of a large number N of 2D anyons in an external magnetic field. We conside...
We derive an analytic, albeit approximate, expression for the ground state energy of N Coulomb inter...
For the many-anyon system in an external magnetic field, we derive the energy spectrum as an exact s...
We analyze the ground-state energy of nanyons experiencing both a constant magnetic field and a harm...
We study a system of anyons with the statistics parameter θ=π/p, where p is a large integer. We use ...
International audienceIn two-dimensional space there are possibilities for quantum statistics contin...
19 pages, typos corrected; to appear in Nucl. Phys. BThe first-order, infinite-component field equat...
We calculate the ground state energy of three anyons in a harmonic potential near fermionic statisti...
We study a theoretical model for synthetic anyons in a noninteracting quantum many-body system. Synt...
In two-dimensional space there are possibilities for quantum statistics continuously interpolating b...
The Hamiltonian of three anyons in a harmonic-oscillator potential is diagonalized using a set of ha...
Abstract. An analytic expression is obtained for the free energy of fermions bound in an anisotropic...
An anyon wavefunction (characterized by the statistical factor n) projected onto the lowest Landau l...