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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Derives closed-form expressions for squeezing, second-order correlation, and joint spectral intensity between signal and idler modes in quantum frequency combs from microring resonators.
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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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Steady-state dynamics of quantum frequency combs in microring resonators
Derives closed-form expressions for squeezing, second-order correlation, and joint spectral intensity between signal and idler modes in quantum frequency combs from microring resonators.