Nonclassical properties for some intermediate states (Q1425426)

The paper is devoted to study some intermediate states arising from quantum optics. It is considered even and odd coherent states, binomial states, geometric states. In studying these states it is considered the non-classical properties ones, namely, correlation functions, squeezing, quasi-probability distribution functions etc. The field distribution and the photon number distribution and the phase properties are studies as well. The results are applied to the Jaynes-Cummings model.