AMPLITUDE SQUARED SQUEEZED STATES IN THE FOCK-BARGMANN SPACE

Squeezed states are normally studied in configuration space or using t he Glauber formalism for the coherent states. Here we show that the us e of the Fock-Bargmann space can lead to more general solutions, espec ially in the case of squeezed states associated with the square of fie ld amplitude. The relations that we obtain are completely general and several well-known approximate results can be obtained as the limit ca ses of our approach.