Corpus ID: 220633155

Abelian topological order of $\nu=2/5$ and $3/7$ fractional quantum Hall states in lattice models.

@article{Andrews2020AbelianTO,
  title={Abelian topological order of \$\nu=2/5\$ and \$3/7\$ fractional quantum Hall states in lattice models.},
  author={B. Andrews and M. Mohan and T. Neupert},
  journal={arXiv: Strongly Correlated Electrons},
  year={2020}
}
  • B. Andrews, M. Mohan, T. Neupert
  • Published 2020
  • Physics
  • arXiv: Strongly Correlated Electrons
  • The observed filling factors in the fractional quantum Hall effect are, in many cases, successfully supported by established theories, such as composite fermion theory and conformal field theory, which routinely show agreement for discerning properties such as the topological indices and ground-state overlaps. There are, however, several important cases where the theories themselves disagree, which leaves verification in experiment ambiguous. One such example is the statistics of the elementary… CONTINUE READING
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    These conditions on Ly and q do not guarantee that a system will be large enough to sufficiently suppress finitesize effects, as exemplified by the outlier in Fig