Derives orientation-dependent effective edge theory for QSHIs showing magnetic-field-induced corner states exist as bound states even without stable bulk higher-order topological invariants.
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The number of sheets and monodromy of the electron dispersion covering of the Brillouin zone in superstructured crystals are topological invariants, realized in three-sublattice helimagnet models as a spin-textured one-sheeted Fermi surface in a topological metal.
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Magnetic-field-induced corner states in quantum spin Hall insulators
Derives orientation-dependent effective edge theory for QSHIs showing magnetic-field-induced corner states exist as bound states even without stable bulk higher-order topological invariants.
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Topological bands in metals
The number of sheets and monodromy of the electron dispersion covering of the Brillouin zone in superstructured crystals are topological invariants, realized in three-sublattice helimagnet models as a spin-textured one-sheeted Fermi surface in a topological metal.