Successive quantum feedback control with non-adaptive bare measurements collapses to the ten AZ† symmetry classes that dictate topology of CPTP maps, demonstrated via quantized winding numbers in a chiral demon and an explicit protocol outside the classes.
Campagne-Ibarcq, E
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A self-consistent input-output approach eliminates cavity modes in non-adiabatic CQED to yield an effective two-level atom model with non-Markovian decoherence captured by an effective Lindblad equation having positive and negative rates.
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Symmetry and Topology of Successive Quantum Feedback Control
Successive quantum feedback control with non-adaptive bare measurements collapses to the ten AZ† symmetry classes that dictate topology of CPTP maps, demonstrated via quantized winding numbers in a chiral demon and an explicit protocol outside the classes.
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Cavity elimination in cavity-QED: a self-consistent input-output approach
A self-consistent input-output approach eliminates cavity modes in non-adiabatic CQED to yield an effective two-level atom model with non-Markovian decoherence captured by an effective Lindblad equation having positive and negative rates.