Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

Bulletin of the Russian Academy of Sciences Physics

Resonant and parametric interaction of a random light field with a nonlinear medium /stochastic and multimode models/

Iu. E. Diakov, N. A. Iskanderov, S. I. Nikitin

Published Aug 1, 1982• 0 citations
OpenAlex

Related papers

Resonance and parametric interaction of light in a nonlinear medium

Alexander A. Zabolotskii

Physics Letters A•Jan 1, 1986•5 citations

Parametric amplification of light in a nonlinear medium with random nonuniformities

V. I. Bespalov

Radiophysics and Quantum Electronics•Jan 1, 1967•2 citations

Parametric and resonance interaction of ultrashort light pulses in nonlinear multilevel medium

A. A. Zabolotskiy

RpScT•Jun 1, 1987•0 citations

Parametric amplification of light in a dispersive medium under multimode pumping

Iu. E. Dakov, S. I. Nikitin

Moscow University Physics Bulletin•Oct 1, 1981•0 citations

Quantum Statistics of Nonlinear Optics

Y. R. Shen

Nonlinear interaction of light with matter is described from the quantum-statistical point of view. The cases of two-photon absorption, Raman transition, sum-frequency generation, parametric amplification, and incoherent scattering are discussed. It is shown that the nonlinear optical effects depend strongly on the statistical properties of the light fields. The rate of nonlinear absorption, generation, and amplification is higher for chaotic than for coherent, and also higher for multimode than for single-mode pump fields. Measurements of the statistics of the output fields may yield information about the statistics of the input fields and the properties of the medium.

Physical Review•Mar 15, 1967•315 citations

FREE ATOM IN STRONG AMPLITUDE-MODULATED LIGHT

Anatoly I. Burshtein, Andrey Sivachenko

The population and phase relaxation in TLS induced by resonant radiation with stochastic amplitude was studied within the framework of sudden modulation theory. Kinetics and stationary light absorption as well as resonance fluorescence were calculated for light with complex and real amplitude. Although the latter is a very popular model of the former, it was shown to be inappropriate at strong interaction. The real (Rayleigh) light has complex amplitude random in magnitude and phase and changing in time as a Markovian chain, correlated or non-correlated. With respect to atom response to light of medium power, the analytically studied non-correlated field was shown to be similar to strongly correlated, “stochastic” field opened to only numerical inspection.

Journal of Nonlinear Optical Physics & Materials•Oct 1, 1996•2 citations
Nonlinear interaction of light with matter is described from the quantum-statistical point of view. The cases of two-photon absorption, Raman transition, sum-frequency generation, parametric amplification, and incoherent scattering are discussed. It is shown that the nonlinear optical effects depend strongly on the statistical properties of the light fields. The rate of nonlinear absorption, generation, and amplification is higher for chaotic than for coherent, and also higher for multimode than for single-mode pump fields. Measurements of the statistics of the output fields may yield information about the statistics of the input fields and the properties of the medium.
The population and phase relaxation in TLS induced by resonant radiation with stochastic amplitude was studied within the framework of sudden modulation theory. Kinetics and stationary light absorption as well as resonance fluorescence were calculated for light with complex and real amplitude. Although the latter is a very popular model of the former, it was shown to be inappropriate at strong interaction. The real (Rayleigh) light has complex amplitude random in magnitude and phase and changing in time as a Markovian chain, correlated or non-correlated. With respect to atom response to light of medium power, the analytically studied non-correlated field was shown to be similar to strongly correlated, “stochastic” field opened to only numerical inspection.