An analytical method computes the quantum states of output modes from parametric amplification of quantum pulses by applying the process to vacuum then transforming the input creation operator.
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Engineered two-photon loss mitigates single-photon loss in TPD-Kerr systems by converting oscillatory decay to monotonic and extending metrological windows over an order of magnitude via non-Gaussian cat states.
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Efficient Description of Parametric Amplification of Quantum Pulses
An analytical method computes the quantum states of output modes from parametric amplification of quantum pulses by applying the process to vacuum then transforming the input creation operator.
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Quantum metrology via mitigation of single-photon loss using an engineered nonlinear oscillator
Engineered two-photon loss mitigates single-photon loss in TPD-Kerr systems by converting oscillatory decay to monotonic and extending metrological windows over an order of magnitude via non-Gaussian cat states.