Laughlin states on the Poincare half-plane and its quantum group symmetry
classification
✦ hep-th
keywords
laughlinstatesgrouphalf-planepoincarequantumsymmetryanalogy
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We find the Laughlin states of the electrons on the Poincare half-plane in different representations. In each case we show that there exist a quantum group $su_q(2)$ symmetry such that the Laughlin states are a representation of it. We calculate the corresponding filling factor by using the plasma analogy of the FQHE.
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