Fermion Ground State of Three Particles in a Harmonic Potential Well and Its Anyon Interpolation
Chaiho Rim
Abstract
We examine the detail of the analytic structure of an exact analytic solution of three anyons, which interpolates to the fermion ground state in a harmonic potential well. The analysis is done on the fundamental domain with appropriate boundary conditions. Some remarks on the hard-core conditions and self-adjointness are made.
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