Driven localization transitions in the Aubry-André model from an extended initial state obey finite-time scaling, with new power laws for the inverse participation ratio and excitation energy.
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Driven dynamics of localization phase transition in the Aubry-Andr\'{e} model with initial gapless extended states
Driven localization transitions in the Aubry-André model from an extended initial state obey finite-time scaling, with new power laws for the inverse participation ratio and excitation energy.