Fidelity susceptibility versus disorder in the 3D Anderson model exhibits one peak that shifts to zero disorder in the thermodynamic limit and a second peak precisely at the Anderson localization critical point, with distinct scaling behaviors.
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A framework detects chaos via divergence of speed-Fisher information under slow driving, controlled by low-frequency spectral weight and tied to entropy production, applying to classical, quantum, and non-Hamiltonian systems.
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Sensitivity to perturbations in the three-dimensional Anderson model
Fidelity susceptibility versus disorder in the 3D Anderson model exhibits one peak that shifts to zero disorder in the thermodynamic limit and a second peak precisely at the Anderson localization critical point, with distinct scaling behaviors.
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Universal Dynamical Response to Slow Driving in Chaotic Systems
A framework detects chaos via divergence of speed-Fisher information under slow driving, controlled by low-frequency spectral weight and tied to entropy production, applying to classical, quantum, and non-Hamiltonian systems.