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- W2294989369 abstract "Classical, semi-classical, and quantum-field descriptions for the interaction of light with matter aresystematically discussed. Applications of interest include precise determinations of the linear and the non-linearelectromagnetic response relevant to resonant pump-probe optical phenomena, such as electromagnetically inducedtransparency. In the quantum-mechanical description of matter systems, we introduce a general reduced-density-matrixframework. Time-domain (equation-of-motion) and frequency-domain (resolvent-operator) formulations are developedin a unified and self-consistent manner, using a Liouville-space operator representation. A preliminary semi-classicalperturbation treatment of the electromagnetic interaction is adopted, in which the electromagnetic field is described as aclassical field satisfying the Maxwell equations. Compact Liouville-space operator expressions are derived for the linearand the general (nth order) non-linear electromagnetic-response tensors describing moving many-electron systems. Thetetradic matrix elements of the Liouville-space self-energy operators, which are introduced in the time-domain andfrequency-domain formulations, are evaluated for environmental collisional and radiative interactions, in order toprovide explicit forms for the quantum kinetic equations and the spectral-line shape formulas. It is emphasized that aquantized-field approach is essential for a fully self-consistent quantum-mechanical description of the interacting light-mattersystem." @default.
- W2294989369 created "2016-06-24" @default.
- W2294989369 creator A5055853666 @default.
- W2294989369 date "2016-03-07" @default.
- W2294989369 modified "2023-09-23" @default.
- W2294989369 title "Classical, semi-classical, and quantized-field descriptions of light propagation in general non-local and non-stationary dispersive and absorbing media" @default.
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- W2294989369 doi "https://doi.org/10.1117/12.2220203" @default.
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