Long-range algebraic correlations in random matrices induce a transition at H=3/4 in eigenvalue statistics from generalized t-distributions with fat tails to the semicircle law, identified via scaling analysis and simulations.
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Disorder effects on anyon composite fermion bands drive plateau transitions that explain observed superconductivity and RIQAH phases near doped nu_e=2/3 FQAH states in twisted MoTe2.
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Long-Range Correlated Random Matrices
Long-range algebraic correlations in random matrices induce a transition at H=3/4 in eigenvalue statistics from generalized t-distributions with fat tails to the semicircle law, identified via scaling analysis and simulations.
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Anyon superconductivity and plateau transitions in doped fractional quantum anomalous Hall insulators
Disorder effects on anyon composite fermion bands drive plateau transitions that explain observed superconductivity and RIQAH phases near doped nu_e=2/3 FQAH states in twisted MoTe2.