A generalized continuum model for twisted kagome bilayers predicts higher-order magic angles causing flat bands and non-trivial topology induced solely by twisting.
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cond-mat.mes-hall 2years
2026 2verdicts
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Helical multilayer graphene relaxes into supermoiré domains whose effective Hamiltonians partition the low-energy spectrum into folded Dirac sectors with domain-dependent and gate-tunable valley topology.
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Twisted Kagome Bilayers: Higher-Order Magic Angles, Topological Flat Bands, and Sublattice Interference
A generalized continuum model for twisted kagome bilayers predicts higher-order magic angles causing flat bands and non-trivial topology induced solely by twisting.
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Supermoir\'{e} domain-resolved effective Hamiltonians and valley topology in helical multilayer graphene
Helical multilayer graphene relaxes into supermoiré domains whose effective Hamiltonians partition the low-energy spectrum into folded Dirac sectors with domain-dependent and gate-tunable valley topology.