A theory of anyon excitons consisting of a valence hole and three quasielectrons with electric charges –e/3 is presented. A full symmetry classification of the k = 0 states is given, where k is the exciton momentum. The energy levels of these states are expressed by quadratures of confluent hypergeometric functions. It is shown that the angular momentum L of the exciton ground state depends on the distance between the electron and hole confinement planes and takes the values L = 3n, where n is an integer. With increasing k the electron density shows a spectacular splitting on bundles. At first a single anyon splits off of the two-anyon core, and finally all anyons become separated.Physic
Intermediate statistics interpolating from Bose statistics to Fermi statistics are allowed in two di...
Using a semi-classical approximation which gives exact results for two anyons, the spectrum of three...
We study the spectrum of multiple non-Abelian anyons in a harmonic trap. The system is described by...
Elementary excitations of incompressible quantum liquids (IQL’s) are anyons, i.e., quasiparticles ca...
Copyright © 2003 The American Physical SocietyThe anyon exciton model is generalized to the case of ...
15th International Conference on High Magnetic Fields in Semiconductor Physics, Oxford, UK, 5 - 9 Au...
Copyright © 1996 American Physical SocietyElementary excitations of incompressible quantum liquids (...
We study a system of anyons with the statistics parameter θ=π/p, where p is a large integer. We use ...
The low-lying quantum states of three anyons confined in a harmonic-oscillator well are obtained num...
The Hamiltonian of three anyons in a harmonic-oscillator potential is diagonalized using a set of ha...
We calculate the ground state energy of three anyons in a harmonic potential near fermionic statisti...
We use supersymmetric quantum mechanics to show that the spectrum of three anyons in a harmonic pote...
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...
An anyon wavefunction (characterized by the statistical factor n) projected onto the lowest Landau l...
Intermediate statistics interpolating from Bose statistics to Fermi statistics are allowed in two di...
Using a semi-classical approximation which gives exact results for two anyons, the spectrum of three...
We study the spectrum of multiple non-Abelian anyons in a harmonic trap. The system is described by...
Elementary excitations of incompressible quantum liquids (IQL’s) are anyons, i.e., quasiparticles ca...
Copyright © 2003 The American Physical SocietyThe anyon exciton model is generalized to the case of ...
15th International Conference on High Magnetic Fields in Semiconductor Physics, Oxford, UK, 5 - 9 Au...
Copyright © 1996 American Physical SocietyElementary excitations of incompressible quantum liquids (...
We study a system of anyons with the statistics parameter θ=π/p, where p is a large integer. We use ...
The low-lying quantum states of three anyons confined in a harmonic-oscillator well are obtained num...
The Hamiltonian of three anyons in a harmonic-oscillator potential is diagonalized using a set of ha...
We calculate the ground state energy of three anyons in a harmonic potential near fermionic statisti...
We use supersymmetric quantum mechanics to show that the spectrum of three anyons in a harmonic pote...
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...
An anyon wavefunction (characterized by the statistical factor n) projected onto the lowest Landau l...
Intermediate statistics interpolating from Bose statistics to Fermi statistics are allowed in two di...
Using a semi-classical approximation which gives exact results for two anyons, the spectrum of three...
We study the spectrum of multiple non-Abelian anyons in a harmonic trap. The system is described by...