The Hamiltonian of three anyons in a harmonic-oscillator potential is diagonalized using a set of harmonic-oscillator states, by treating these as bosons or fermions with an appropriate statistical interaction. The interpolation between the bosonic and fermionic limits is established, and the spectrum of the low-lying states is displayed
We show that the hamiltonian of a system of identical anyons, when expanded about the bosinic limit ...
A theory of anyon excitons consisting of a valence hole and three quasielectrons with electric charg...
For three anyons confined in a harmonic oscillator, only the class of states that interpolate nonlin...
The low-lying quantum states of three anyons confined in a harmonic-oscillator well are obtained num...
The spectrum of anyons confined in a harmonic oscillator potential shows both linear and nonlinear d...
Using a semi-classical approximation which gives exact results for two anyons, the spectrum of three...
The ground-state energy and wave function of many anyons in a harmonic oscillator potential is studi...
We use supersymmetric quantum mechanics to show that the spectrum of three anyons in a harmonic pote...
The energy spectrum of two or more anyons in a harmonic oscillator potential exhibits some supersymm...
We use supersymmetric quantum mechanics to show that the spectrum of three anyons in a harmonic pote...
We calculate the ground state energy of three anyons in a harmonic potential near fermionic statisti...
We study the problem of four and five anyons in a harmonic oscillator potential and make some exact ...
We study a system of anyons with the statistics parameter θ=π/p, where p is a large integer. We use ...
We construct a class of exact eigenstates in energy for N anyons in an oscillator potential. These s...
We study the spectrum of multiple non-Abelian anyons in a harmonic trap. The system is described by ...
We show that the hamiltonian of a system of identical anyons, when expanded about the bosinic limit ...
A theory of anyon excitons consisting of a valence hole and three quasielectrons with electric charg...
For three anyons confined in a harmonic oscillator, only the class of states that interpolate nonlin...
The low-lying quantum states of three anyons confined in a harmonic-oscillator well are obtained num...
The spectrum of anyons confined in a harmonic oscillator potential shows both linear and nonlinear d...
Using a semi-classical approximation which gives exact results for two anyons, the spectrum of three...
The ground-state energy and wave function of many anyons in a harmonic oscillator potential is studi...
We use supersymmetric quantum mechanics to show that the spectrum of three anyons in a harmonic pote...
The energy spectrum of two or more anyons in a harmonic oscillator potential exhibits some supersymm...
We use supersymmetric quantum mechanics to show that the spectrum of three anyons in a harmonic pote...
We calculate the ground state energy of three anyons in a harmonic potential near fermionic statisti...
We study the problem of four and five anyons in a harmonic oscillator potential and make some exact ...
We study a system of anyons with the statistics parameter θ=π/p, where p is a large integer. We use ...
We construct a class of exact eigenstates in energy for N anyons in an oscillator potential. These s...
We study the spectrum of multiple non-Abelian anyons in a harmonic trap. The system is described by ...
We show that the hamiltonian of a system of identical anyons, when expanded about the bosinic limit ...
A theory of anyon excitons consisting of a valence hole and three quasielectrons with electric charg...
For three anyons confined in a harmonic oscillator, only the class of states that interpolate nonlin...
DOI
Add to ORKG