A scattering theory for time boundaries establishes that the number of topological resonant transmissions equals the jump in bulk topological invariants for all integer Altland-Zirnbauer classes, with dimensional robustness differences.
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Selective random defects on a honeycomb lattice induce a topological transition in certain regimes by modulating hopping amplitudes in an effective model.
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Time-boundary scattering and topological resonant transmissions
A scattering theory for time boundaries establishes that the number of topological resonant transmissions equals the jump in bulk topological invariants for all integer Altland-Zirnbauer classes, with dimensional robustness differences.