Even and Odd Coherent States of Wigner Algebra

Chung, Won Sang; Kriz, Jan; Hassanabadi, Hassan

doi:10.1007/s10773-020-04552-8

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Even and Odd Coherent States of Wigner Algebra

Chung, Won Sang;
Kriz, Jan;
Hassanabadi, Hassan

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초록

In this paper the even and odd coherent states for the Wigner algebra is investigated. Some non-classical properties of the even and odd coherent states for the Wigner algebra is also investigated. Indeed, photon number probability distribution, super-/sub-Poissonian structure and squeezing condition are discussed for even and odd coherent states.

키워드

Wigner algebra; Even and odd coherent state; Probability distribution; Squeezing condition

제목: Even and Odd Coherent States of Wigner Algebra

저자: Chung, Won Sang; Kriz, Jan; Hassanabadi, Hassan

DOI: 10.1007/s10773-020-04552-8

발행일: 2020-09

유형: Article

저널명: International Journal of Theoretical Physics

권: 59

호: 9

페이지: 2924 ~ 2938