Decorated Landau levels form a new family of flat topological bands that stabilize incompressible phases where Hall conductivity differs from the Landau level filling factor.
Noncommutative field theory and composite Fermi liquids in some quantum Hall sys- tems,
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Emergence and transition of incompressible phases in decorated Landau levels
Decorated Landau levels form a new family of flat topological bands that stabilize incompressible phases where Hall conductivity differs from the Landau level filling factor.