论文标题
P-QUASI分布函数的广义傅立叶变换
A generalized Fourier transform of the P-quasi distribution function
论文作者
论文摘要
在本文中，我们对复杂空间中的傅立叶变换进行了概括，适用于husimi和p-quasi分布，以代表非线性相干状态。隐含的结果是，我们的结果是MEHTA的相似结果，但仅提及规范相干状态（与一维谐波振荡器相关）。我们的结果对于两种类型的相干状态（分别以Barut-Girardello定义，分别为klauder-perelomov方式定义）有效。
In the paper we made a generalization of the Fourier transform in the complex space, applicable to the pair of Husimi and P-quasi distributions, in the representation of nonlinear coherent states. Implicitly, our result is a generalization similar result of Mehta, but which referred only to the canonical coherent states (associated with the one-dimensional harmonic oscillator). Our result is valid for both types of coherent states (defined in the Barut-Girardello, respectively Klauder-Perelomov manner).
