Matrix element distributions exhibit non-analytic dependence on ensemble fluctuation scale, exposing multiscale structure in eigenstate thermalization within an integrable field theory.
Srednicki,Chaos and quantum thermalization,Phys
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The quantum kicked top is a finite-dimensional model that links classical nonlinear dynamics on the sphere to quantum chaos signatures via Floquet evolution and qubit interpretations.
Quantum chaotic dynamics with positive entropy production universally links to von Neumann entropy and noise modeling in quantum information processing.
Eigenstate thermalization explains why isolated quantum systems thermalize by showing that their energy eigenstates behave like thermal states, motivated by random matrix theory.
citing papers explorer
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Multiscale Structure of Eigenstate Thermalization
Matrix element distributions exhibit non-analytic dependence on ensemble fluctuation scale, exposing multiscale structure in eigenstate thermalization within an integrable field theory.
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Quantum Kicked Top: A Paradigmatic Model
The quantum kicked top is a finite-dimensional model that links classical nonlinear dynamics on the sphere to quantum chaos signatures via Floquet evolution and qubit interpretations.
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Quantum Chaos and Quantum Information: Interactions and Implications
Quantum chaotic dynamics with positive entropy production universally links to von Neumann entropy and noise modeling in quantum information processing.
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Eigenstate thermalization
Eigenstate thermalization explains why isolated quantum systems thermalize by showing that their energy eigenstates behave like thermal states, motivated by random matrix theory.