Comment on " Thermodynamics of a One- Dimensional Ideal Gas with fractional Exclusion Statistics "

Abstract

In a recent letter -Phys. Rev. Lett. 73, 3331 (1995)-, the conclusion was reached that, in the one-dimensional Calogero model, only the second virial coefficient is affected by the statistical parameter $\alpha$, where $\alpha$ is related to the coupling constant $\kappa /x_{ij}^2$ of the Calogero interaction by $\kappa =\alpha (\alpha +1)$. We argue that it is not so, i.e. all virial coefficients are affected, if the thermodynamic limit is properly taken.

latex, 3 pages

References in corpus (2)

• Thermodynamics of an one-dimensional ideal gas with fractional exclusion statistics
• Equation of State of an Anyon Gas in a Strong Magnetic Field

Cited by in corpus (7)

• Thermodynamics for Fractional Exclusion Statistics
• Statistical mechanics and thermodynamics for multispecies exclusion statistics
• Towards a quantum-mechanical model for multispecies exclusion statistics
• Exclusion statistics,operator algebras and Fock space representations
• Equation of State for Exclusion Statistics in a Harmonic Well
• The Lowest Landau Level Anyon Equation of State in the Anti-screening Regime
• Discrete Thermodynamic Bethe Ansatz