Theory of Nonclassical States of LightV.V. Dodonov, V.I. Man'ko CRC Press, 13.03.2003 - 384 Seiten The term 'nonclassical states' refers to the quantum states that cannot be produced in the usual sources of light, such as lasers or lamps, rather than those requiring more sophisticated apparatus for their production. Theory of Non-classical States of Light describes the current status of the theory of nonclassical states of light including many new and important results as well as introductory material and the history of the subject. The authors concentrate on the most important types of nonclassical states, namely squeezed, even/odd ('Schrodinger cat') and binomial states, including their generalizations. However, a review of other types of nonclassical is also given in the introduction, and methods for generating nonclassical states on various processes of light-matter interaction, their phase-space description, and the time evolution of nonclassical states in these processes is presented in separate chapters. This contributed volume contains all of the necessary formulae and references required to gain a good understanding of the principles and current status of the field. It will provide a valuable information resource for advanced students and researchers in quantum physics. |
Inhalt
Even and odd coherent states and tomographic representation | 4 |
| 79 | |
Squeezed states | 92 |
5 | 104 |
1 | 115 |
8 | 123 |
Parametric excitation and generation of nonclassical states | 153 |
2 | 179 |
Nonclassical states of light propagating in Kerr media | 277 |
5 | 300 |
3 | 307 |
5 | 324 |
7 | 332 |
Evolution in the field phase space | 339 |
12 | 345 |
13 | 353 |
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Häufige Begriffe und Wortgruppen
amplitude arbitrary boson boson operators cavity classical coefficients commutation relations complex considered correlation corresponding defined density matrix density operator Dodonov dynamics eigenstates eigenvalue entanglement equation evolution operator Fock frequency Gaussian Hamiltonian harmonic oscillator Hermite polynomials Hermitian Hilbert space integrals of motion interaction introduced invariants Janszky Lett Lie algebra linear Man'ko Math matrix minimum uncertainty mode Nonclassical properties nonunitary Nuovo Cim obtained odd coherent operator â phase space photon photon distribution photon number photon statistics photon-added Phys physical Poissonian polarization polynomials problem propagator quadrature quantized quantum mechanics quantum optics quantum systems Radon transform representation Schrödinger cat semiclassical solutions squeezed coherent squeezed vacuum squeezing parameter studied sub-Poissonian superpositions symplectic symplectic group theory thermal time-dependent tion two-mode two-photon uncertainty relations unitary values variances vector wave function Wigner function Wigner quasiprobability
Beliebte Passagen
Seite 273 - Roversi for a critical reading of the manuscript. This work was partially supported by Conselho Nacional de Desenvolvimento Cientffico e Tecnol6gico (CNPq), Brazil.
