Ganpathy Murthy, K. Park, R. Shankar, J. K. Jain
Published 1998-07-29Version 1
The microscopic approach of Murthy and Shankar, which has recently been used to calculate the transport gaps of quantum Hall states with fractions p/(2ps+1), also implies scaling relations between gaps within a single sequence (fixed s) as well as between gaps of corresponding states in different sequences. This work tests these relations for a system of electrons in the lowest Landau level interacting with a model potential cutoff at high momenta due to sample thickness.
Statistics of Quasiparticles in Fractional Quantum Hall States
Fractional quantum Hall states versus Wigner crystals in wide-quantum wells in the half-filled lowest and second Landau levels
The Chern-Simons Fermi Liquid Description of Fractional Quantum Hall States
