Derives distinct scaling laws N_c vs B_c for beating nodes in graphene quantum oscillations to distinguish pseudomagnetic fields (N_c ∝ B_c²), valley imbalance (N_c ∝ B_c), and energy splitting mechanisms.
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Quantum geometric semimetals produce instantaneous steady-state current under electric fields via interband coupling from Hilbert-Schmidt quantum distance and finite density of states at band-touching points, outperforming metals, semiconductors, and graphene in switching speed.
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Diagnosing the origin of quantum oscillation beating in graphene
Derives distinct scaling laws N_c vs B_c for beating nodes in graphene quantum oscillations to distinguish pseudomagnetic fields (N_c ∝ B_c²), valley imbalance (N_c ∝ B_c), and energy splitting mechanisms.
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Ultrafast Current Switching from Quantum Geometry in Semimetals
Quantum geometric semimetals produce instantaneous steady-state current under electric fields via interband coupling from Hilbert-Schmidt quantum distance and finite density of states at band-touching points, outperforming metals, semiconductors, and graphene in switching speed.