Elements of quantum optics
Elements of Quantum Optics gives a broad coverage of the basic elements necessary to understand and carry out research in laser physics and quantum optics. It presents a variety of theoretical tools and important results for two-level and semiconductor media, many of which could only be found in the original literature of in specialized monographs up to now. The text revearls the close connection between many seemingly unrelated topics, such as probe absorption, four-wave mixing, optical instabilities, resonance fluorescence and squeezing. The third edition includes new chapters on atom optics and cavity quantum electrodynamics, as well as expanded discussion of quantum mechanics, system-reservoir interactions and second quantization.
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h Classical Electromagnetic Fields
Classical Nonlinear Optics
Quantum Mechanical Background
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amplitude approximation atom-field average beam beat frequency Bloch vector cavity Chap classical coherent complex component contribution correlation function corresponding coupled density matrix density operator derive described detuning dimensionless dipole discussed Doppler eigenvalues electric field electromagnetic field electron equations of motion expectation value factor first-order fluctuations four-wave mixing gain given by Eq gives Hamiltonian Hence inhomogeneous broadening integral intensity linear linewidth Lorentzian master equation matrix element medium multimode nonlinear Note obtain optical bistability phase conjugation photon photon number Phys polarization population difference population pulsations Prob probability probability amplitudes problem propagation pulse pump quantized quantum mechanical Rabi flopping radiation reduces reservoir resonance fluorescence result ring laser Sargent saturation scattering Schrodinger second-order Section semiclassical shows sidebands sidemode single-mode slowly-varying solution solve spectroscopy spectrum spontaneous emission squeezed steady-state Substituting Eq theorem theory tion transition two-level atom vacuum wave function width yields zero