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Laughlin states and their quasi-particle excitations on the torus

Published 4 May 2014 in cond-mat.str-el | (1405.0742v2)

Abstract: We provide a full derivation of Laughlin's Jastrow-type wave functions for quantized Hall states subject to periodic boundary conditions using an operator formalism. The construction includes the quasi-hole and the technically more challenging quasi-electron excitation, which was left as an open problem in the classic paper by Haldane and Rezayi [Phys. Rev. B 31, 2529 (1985)].

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