Using a semi-classical approximation which gives exact results for two anyons, the spectrum of three anyons bound in a harmonic oscillator potential is obtained. The energy levels are approximately linear as functions of the statistical parameter and fall into two classes, with slopes ±1 and ±3 respectively
The semiclassical two-anyon partition function is shown to give the exact answer for the quantum sec...
The one dimensional, non-relativistic three nucleons interaction potential is formulated in this wor...
For the many-anyon system in an external magnetic field, we derive the energy spectrum as an exact s...
Using a semi-classical approximation which gives exact results for two anyons, the spectrum of three...
The spectrum of anyons confined in a harmonic oscillator potential shows both linear and nonlinear d...
The Hamiltonian of three anyons in a harmonic-oscillator potential is diagonalized using a set of ha...
We use supersymmetric quantum mechanics to show that the spectrum of three anyons in a harmonic pote...
We use supersymmetric quantum mechanics to show that the spectrum of three anyons in a harmonic pote...
We study the problem of four and five anyons in a harmonic oscillator potential and make some exact ...
The energy spectrum of two or more anyons in a harmonic oscillator potential exhibits some supersymm...
The low-lying quantum states of three anyons confined in a harmonic-oscillator well are obtained num...
For the many-anyon system in external field, we solve the quantum eigenvalue problem with particular...
For three anyons confined in a harmonic oscillator, only the class of states that interpolate nonlin...
We calculate the ground state energy of three anyons in a harmonic potential near fermionic statisti...
The ground-state energy and wave function of many anyons in a harmonic oscillator potential is studi...
The semiclassical two-anyon partition function is shown to give the exact answer for the quantum sec...
The one dimensional, non-relativistic three nucleons interaction potential is formulated in this wor...
For the many-anyon system in an external magnetic field, we derive the energy spectrum as an exact s...
Using a semi-classical approximation which gives exact results for two anyons, the spectrum of three...
The spectrum of anyons confined in a harmonic oscillator potential shows both linear and nonlinear d...
The Hamiltonian of three anyons in a harmonic-oscillator potential is diagonalized using a set of ha...
We use supersymmetric quantum mechanics to show that the spectrum of three anyons in a harmonic pote...
We use supersymmetric quantum mechanics to show that the spectrum of three anyons in a harmonic pote...
We study the problem of four and five anyons in a harmonic oscillator potential and make some exact ...
The energy spectrum of two or more anyons in a harmonic oscillator potential exhibits some supersymm...
The low-lying quantum states of three anyons confined in a harmonic-oscillator well are obtained num...
For the many-anyon system in external field, we solve the quantum eigenvalue problem with particular...
For three anyons confined in a harmonic oscillator, only the class of states that interpolate nonlin...
We calculate the ground state energy of three anyons in a harmonic potential near fermionic statisti...
The ground-state energy and wave function of many anyons in a harmonic oscillator potential is studi...
The semiclassical two-anyon partition function is shown to give the exact answer for the quantum sec...
The one dimensional, non-relativistic three nucleons interaction potential is formulated in this wor...
For the many-anyon system in an external magnetic field, we derive the energy spectrum as an exact s...
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