A numerically efficient framework constructs the scattered Green's function for multi-cavity systems from individual quasinormal modes via Dyson equation iterations under a few-mode approximation.
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For N quantum emitters coupled to a plasmon-polariton field supported by a finite dielectric, the interacting continuum reduces exactly to N non-degenerate one-dimensional hybrid continua, matching the macroscopic Langevin model through cancellation in the coupling and Green tensor.
Moire superlattices naturally create tunable arrays of artificial atoms with uniform optical transition energies suitable for quantum optics applications across many wavelengths.
A review of Bell state measurement techniques in quantum optics, their fundamental limitations with linear optics, and recent progress in high-dimensional systems for quantum networks.
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Green's function expansion for multiple coupled optical resonators with finite retardation using quasinormal modes
A numerically efficient framework constructs the scattered Green's function for multi-cavity systems from individual quasinormal modes via Dyson equation iterations under a few-mode approximation.
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Quantum plasmonics with N emitters: bright hybrid continuum selection
For N quantum emitters coupled to a plasmon-polariton field supported by a finite dielectric, the interacting continuum reduces exactly to N non-degenerate one-dimensional hybrid continua, matching the macroscopic Langevin model through cancellation in the coupling and Green tensor.
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Artificial-atom arrays in moire superlattices for quantum optics
Moire superlattices naturally create tunable arrays of artificial atoms with uniform optical transition energies suitable for quantum optics applications across many wavelengths.
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Bell state measurements in quantum optics: a review of recent progress and open challenges
A review of Bell state measurement techniques in quantum optics, their fundamental limitations with linear optics, and recent progress in high-dimensional systems for quantum networks.