2000
DOI: 10.1002/(sici)1521-3978(200005)48:5/7<431::aid-prop431>3.0.co;2-3
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Autofeedback Scheme for Schrödinger Cat Preservation in Microwave Cavities

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“…Whenever the cat parity changes, an atom is sent into the cavity, interacts resonantly with it and emits a photon in the mode, restoring the parity. Numerical simulations show that a cat state's coherence could be preserved, by this quantum feedback procedure, over times of the order of T c [34,35] As soon as we give up to monitor parity jumps, the field is described by a density operator ρ, obtained by averaging Monte Carlo trajectories. After a time of the order of τ D = 1/nκ there are statistically as many trajectories with even or odd click numbers.…”
Section: Parity Jumps Of a π-Phase Catmentioning
confidence: 99%
“…Whenever the cat parity changes, an atom is sent into the cavity, interacts resonantly with it and emits a photon in the mode, restoring the parity. Numerical simulations show that a cat state's coherence could be preserved, by this quantum feedback procedure, over times of the order of T c [34,35] As soon as we give up to monitor parity jumps, the field is described by a density operator ρ, obtained by averaging Monte Carlo trajectories. After a time of the order of τ D = 1/nκ there are statistically as many trajectories with even or odd click numbers.…”
Section: Parity Jumps Of a π-Phase Catmentioning
confidence: 99%