Boson-Fermion Transmutation and the Statistics of Anyons

Abstract

It is shown that, by allowing a transmutation between a boson and a fermion, the system with both bosons and fermions will have the statistical distribution function of an anyon.

References in corpus (2)

• Haldane exclusion statistics and second virial coefficient
• Haldane fractional statistics in the fractional quantum Hall effect

Cited by in corpus (9)

• Fractional Exclusion Statistics and the Universal Quantum of Thermal Conductance: A Unifying Approach
• Thermodynamic Geometry of Fractional Statistics
• Ruppeiner Geometry of Anyon Gas
• Nonperturbative Thermodynamic Geometry of Anyon Gas
• Statistics of Anyon Gas and the Factorizable Property of Thermodynamic Quantities
• Statistical Interparticle Potential between Two Anyons
• Thermodynamics of non-abelian exclusion statistics
• Relativistic Quantum Information of Anyons
• Nonperturbative thermodynamic extrinsic curvature of the anyon gas