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Some Statistical Quantities of a Quantum System in Hypergeometric and Negative Hypergeometric Distributions |
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PP: 657-662 |
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doi:10.18576/amis/100225
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Author(s) |
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Ali Algarni,
S. Abdel-Khalek,
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Abstract |
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| In this paper we introduce a quantum system of the interaction between a two-level atom and input field initially prepared in
hypergeometric and negative hypergeometric distributions. We study the dynamics of nonlocal correlation measured by von Neumann
entropy or the field entropy. The statistical properties of the considered field will be discussed through the evolution of Wehrl space
entropy. The relationship between Wehrl space entropy and entanglement will be explored. The effects of the field distribution
parameters on the evolution of statistical quantities will be examined. It is shown that when the field is closed to the classical state
no quantum correlation can be found and the system return to its separable state. |
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