Towards a quantum-mechanical model for multispecies exclusion statistics
arXiv:hep-th/9611048 · doi:10.1016/S0375-9601(97)00442-8
Abstract
It is shown how to construct many-particle quantum-mechanical spectra of particles obeying multispecies exclusion statistics, both in one and in two dimensions. These spectra are derived from the generalized exclusion principle and yield the same thermodynamic quantities as deduced from Haldane's multiplicity formula.
12 pages, REVTEX
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Cited by in corpus (6)
- Generalized Calogero model in arbitrary dimensions
- Matrix oscillator and Calogero-type models
- Statistical mechanics and thermodynamics for multispecies exclusion statistics
- Collective Field Formulation of the Multispecies Calogero Model and its Duality Symmetries
- Solitons in the Calogero model for distinguishable particles
- Exclusion statistics,operator algebras and Fock space representations