In chaotic quantum dynamics, large-deviation distributions equilibrate on O(1), e^N, and exp(e^N) time scales depending on the definition, and the slowly drifting cutoffs provide a proposed measure of quantum complexity.
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Large deviations in quantum dynamics and complexity
In chaotic quantum dynamics, large-deviation distributions equilibrate on O(1), e^N, and exp(e^N) time scales depending on the definition, and the slowly drifting cutoffs provide a proposed measure of quantum complexity.