Moire-enabled umklapp processes stabilize the Kane-Fisher-Polchinski fixed point for hierarchical nu=2/3 FQAH edge states in a class of microscopic realizations without disorder.
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False vacuum decay in flat-band ferromagnets shows that quantum geometry governs magnetization bubble dynamics in metals and allows dynamical access to chiral edge modes in quantum Hall ferromagnets.
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Moire driven edge reconstruction in Fractional quantum anomalous Hall states
Moire-enabled umklapp processes stabilize the Kane-Fisher-Polchinski fixed point for hierarchical nu=2/3 FQAH edge states in a class of microscopic realizations without disorder.
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False Vacuum Decay in Flat-Band Ferromagnets: Role of Quantum Geometry and Chiral Edge States
False vacuum decay in flat-band ferromagnets shows that quantum geometry governs magnetization bubble dynamics in metals and allows dynamical access to chiral edge modes in quantum Hall ferromagnets.