In a chaotic quantum system, higher-order correlations reach thermal equilibrium faster than state design moments, both relaxing exponentially.
Similarly we assume that the eigenba- sis of their productX(t)Xhas generic orientation with respect to any fixed basis and in particular to our ini- tial state|ψ 0⟩
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Timescales for Deep and Full Thermalization
In a chaotic quantum system, higher-order correlations reach thermal equilibrium faster than state design moments, both relaxing exponentially.