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On SU(1,1) intelligent coherent states

机译:关于SU(1,1)智能相干态

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摘要

Generalized coherent states associated with SU(1,1) Lie algebra are reviewed. A state is called intelligent if it satisfies the strict equality in the Heisenberg uncertainty relation. The eigenvalue problem satisfied by intelligent states (IS) is solved. The IS associated with SU(1,1) Lie algebra are investigated. We have constructed some realizations for our results of IS, and some applications are discussed. Some nonclassical properties such as Glauber second-order correlation function, photon number distribution and squeezing are investigated.
机译:综述了与SU(1,1)Lie代数相关的广义相干态。如果一个状态满足海森堡不确定性关系中的严格相等条件,则称为智能状态。解决了智能状态(IS)满足的特征值问题。研究与SU(1,1)Lie代数相关的IS。我们为IS的结果构造了一些实现,并讨论了一些应用。研究了一些非经典性质,例如Glauber二阶相关函数,光子数分布和压缩。

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