aqora

New type of two-photon squeezed coherent states

Giacomo Mauro D’Ariano, Mario Rasetti, M. Vadacchino

A new set of non-naive generalizations of the squeezed coherent states recently discussed by Fisher, Nieto, and Sandberg is given, based on generalized Bose operators.

Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fieldsAug 15, 198561 citations

K-order squeezing in kth-harmonic generation

You-Bang Zhan

In this paper k-order squeezing in kth-harmonic generation is studied. The k-order squeezing of a fundamental can exist if the kth-harmonic is originally in a coherent state including in the vacuum. It is also shown that the normal squeezing of the kth-harmonic depends on the k- order squeezing of the fundamental.

Proceedings of SPIE, the International Society for Optical Engineering/Proceedings of SPIEOct 28, 19920 citations

NON-EQUIVALENCE OF THE TWO DEFINITIONS OF THE TWO-PHOTON COHERENT STATE

Peng Zhou, Jian Peng

Chinese Science BulletinJan 1, 19910 citations

Phase Difference and Squeezing Character of the Superpositions of Generalized Coherent States

Ma Ai-Qun, MA Zhi-min

The amplitude-kth power characters of the superposition state |ψ=a|β+be~(iφ)|mβe~(iδ) of the generalized coherent states are studied, the results show that the possible kth-power squeezing can be expressed as k≠2nπ/δ when m=i, with n an integer and δthe phase difference between the two generalized coherent states; When m≠1, the kth-power can be even and odd; when δ=π the power of the squeezing can only be odd; when δ=π/2, the power of squeezing can be even and odd. These results show that the parameter phase difference δ plays the key role in determining the possible power of squeezing.The amplitude-kth power characters of the superposition state |ψ=a|β+be~(iφ)|mβe~(iδ) of the generalized coherent states are studied, the results show that the possible kth-power squeezing can be expressed as k≠2nπ/δ when m=i, with n an integer and δthe phase difference between the two generalized coherent states; When m≠1, the kth-power can be even and odd; when δ=π the power of the squeezing can only be odd; when δ=π/2, the power of squeezing can be even and odd. These results show that the parameter phase difference δ plays the key role in determining the possible power of squeezing.

Acta Sinica Quantum OpticaJan 1, 20050 citations

A Class of k-Quantum Nonlinear Coherent States and Some of Their Properties

Ji‐Suo Wang, Tang-Kun Liu, Jian Feng +1 more

International Journal of Theoretical PhysicsSep 1, 20040 citations

Amplitudekth-power squeezing ofk-photon coherent states

V. Buek, Igor Jex

We have defined a new nonclassical effect: amplitude kth-power squeezing. We have analyzed the squeezing properties of the k-photon coherent states as defined by D'Ariano, Rasetti, and Vadacchio [Phys. Rev. D 32, 1034 (1985)]; Katriel et al. [Phys. Rev. D 34, 332 (1986)]; and D'Ariano and Sterpi [Phys. Rev. A 39, 1810 (1989)]. It has been shown that, due to the interaction with the nonlinear nonabsorbing medium modeled as an anharmonic oscillator, these states become amplitude kth power squeezed.We have defined a new nonclassical effect: amplitude kth-power squeezing. We have analyzed the squeezing properties of the k-photon coherent states as defined by D'Ariano, Rasetti, and Vadacchio [Phys. Rev. D 32, 1034 (1985)]; Katriel et al. [Phys. Rev. D 34, 332 (1986)]; and D'Ariano and Sterpi [Phys. Rev. A 39, 1810 (1989)]. It has been shown that, due to the interaction with the nonlinear nonabsorbing medium modeled as an anharmonic oscillator, these states become amplitude kth power squeezed.

Physical Review AApr 1, 199021 citations

K-Photon Coherent States

Abstract

Related papers

K-Photon Coherent States

Abstract

Related papers