Non-Abelian states with negative flux: a new series of quantum Hall states

Non-Abelian states with negative flux: a new series of quantum Hall states

By applying the idea of parafermionic clustering to composite bosons with positive as well as negative flux, a new series of trial wave functions to describe fractional quantum Hall states is proposed. These states compete at filling factors nu=k/(3k+/-2) with other ground states like stripes or com...

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Veröffentlicht in:Physical review letters 2007-07, Vol.99 (3), p.036805-036805, Article 036805
1. Verfasser: Jolicoeur, Th
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Condensed Matter
Mesoscopic Systems and Quantum Hall Effect
Physics
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description By applying the idea of parafermionic clustering to composite bosons with positive as well as negative flux, a new series of trial wave functions to describe fractional quantum Hall states is proposed. These states compete at filling factors nu=k/(3k+/-2) with other ground states like stripes or composite-fermion states. These series contain all the states recently discovered by Pan et al. [Phys. Rev. Lett. 90, 016801 (2003)10.1103/Phys. Rev. Lett. 90, 016801(2003)] including the even-denominator cases. Exact diagonalization studies on the sphere and torus point to their relevance for nu=3/7, 3/11, and 3/8.
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Physics
title Non-Abelian states with negative flux: a new series of quantum Hall states
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