Eigenstate phase-space projections in chaotic systems are correlated along short-time classical trajectories, producing quantum trails that cause a wavepacket to remember its initial trajectory and weakly break ergodicity.
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Quantum trails and memory effects in the phase space of chaotic quantum systems
Eigenstate phase-space projections in chaotic systems are correlated along short-time classical trajectories, producing quantum trails that cause a wavepacket to remember its initial trajectory and weakly break ergodicity.