Exactly solvable model for anyons with non-Abelian flux (CROSBI ID 301153)
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Klajn, Bruno ; Domazet, Silvije ; Jukić, Dario ; Buljan, Hrvoje
engleski
Exactly solvable model for anyons with non-Abelian flux
We present an exactly solvable model for synthetic anyons carrying non-Abelian flux. The model corresponds to a two-dimensional electron gas in a magnetic field with a specific spin interaction term, which allows only fully aligned spin states in the ground state ; the ground state subspace is thus twofold degenerate. This system is perturbed with identical solenoids carrying a non-Abelian gauge potential. We explore dynamics of the ground state as these solenoids are adiabatically braided and show they behave as anyons with a non-Abelian flux. Such a system represents a middle ground between the ordinary Abelian anyons and the fully non-Abelian anyons.
anyons ; non-Abelian flux
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