Two new open-system approaches (Lanczos supermode expansion and Markovian master equation) model non-linear quantum soliton dynamics, capturing phase shifts and photon loss beyond linearization.
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A quantum-optical theory for frequency combs based on continuous-mode quantization reveals a spectral-envelope dependence in the optical frequency division limit and a cyclostationary noise penalty in dual-comb spectroscopy.
A FROG technique employing parametric amplification is proposed and validated via numerical simulations to recover temporal mode shapes and squeezing levels of multimode ultrafast squeezed states.
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Quantum Optical Soliton Dynamics Beyond Linearization: An Open-System Approach
Two new open-system approaches (Lanczos supermode expansion and Markovian master equation) model non-linear quantum soliton dynamics, capturing phase shifts and photon loss beyond linearization.
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Quantum optics of frequency comb metrology
A quantum-optical theory for frequency combs based on continuous-mode quantization reveals a spectral-envelope dependence in the optical frequency division limit and a cyclostationary noise penalty in dual-comb spectroscopy.
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Frequency resolved optical gating using parametric amplification for characterizing ultrafast temporally multimode squeezed states
A FROG technique employing parametric amplification is proposed and validated via numerical simulations to recover temporal mode shapes and squeezing levels of multimode ultrafast squeezed states.