Generalized q-Deformation Coherent States of a Non-harmonic Oscillator in a Finite-dimensional Hilbert Space and Their Quantum Statistical Properties

[in Chinese]; [in Chinese]; [in Chinese]; [in Chinese]

Journals >Chinese Journal of Quantum Electronics >Volume 18 >Issue 4 >Page 329 > Article

Chinese Journal of Quantum Electronics
Vol. 18, Issue 4, 329 (2001)

Generalized q-Deformation Coherent States of a Non-harmonic Oscillator in a Finite-dimensional Hilbert Space and Their Quantum Statistical Properties

[in Chinese], [in Chinese], [in Chinese], and [in Chinese]

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[in Chinese]

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DOI: Cite this Article

[in Chinese], [in Chinese], [in Chinese], [in Chinese]. Generalized q-Deformation Coherent States of a Non-harmonic Oscillator in a Finite-dimensional Hilbert Space and Their Quantum Statistical Properties[J]. Chinese Journal of Quantum Electronics, 2001, 18(4): 329 Copy Citation Text

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Abstract

Generalized q-deformation coherent states of a non-harmonic oscillator in a finitedimensional Hilbert space are constructed and their quantum statistical properties are discussed. It is shown that there are squeezing and antibunching properties in these quantum states.

Keywords

finite-dimensional Hilbert space generalized coherent states q-deformation squeezing and antibunching properties

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