Finite temperature strongly enhances low-frequency optical conductivity near the localization transition in the Aubry-André model via thermal activation of Pauli-blocked transitions between resonant van Hove singularities.
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A one-dimensional array of periodically modulated defects in scattering states produces tunable emergent topological phases with nontrivial band winding and a stable Thouless charge pump.
Spatially modulated Dirac-delta lattices generate Hofstadter-like spectra and enable adiabatic control of topological transport characterized by non-trivial Chern numbers.
citing papers explorer
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Temperature-induced optical enhancement near a localization transition
Finite temperature strongly enhances low-frequency optical conductivity near the localization transition in the Aubry-André model via thermal activation of Pauli-blocked transitions between resonant van Hove singularities.
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Emergent topological phase from a one-dimensional network of defects
A one-dimensional array of periodically modulated defects in scattering states produces tunable emergent topological phases with nontrivial band winding and a stable Thouless charge pump.
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Emergent topological properties in spatially modulated sub-wavelength barrier lattices
Spatially modulated Dirac-delta lattices generate Hofstadter-like spectra and enable adiabatic control of topological transport characterized by non-trivial Chern numbers.