For open quantum systems with strong symmetries, the global large-deviation rate function is recovered by minimizing local rate functions obtained from the Gärtner-Ellis theorem applied block-wise, justified by dissipative freezing.
Characterization of dynamical phase transitions in quantum jump trajectories beyond the properties of the stationary state
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Large Deviation Functions for Open Quantum Systems with a Strong Symmetry
For open quantum systems with strong symmetries, the global large-deviation rate function is recovered by minimizing local rate functions obtained from the Gärtner-Ellis theorem applied block-wise, justified by dissipative freezing.