ON THE GENERATION OF INTERMEDIATE NUMBER SQUEEZED STATE OF THE QUANTIZED RADIATION-FIELD

Recently, a new state of the quantized radiation field - the intermedi ate number squeezed state (INSS) - has been introduced in the literatu re: it interpolates between the number state \n] and the squeezed stat e \z,alpha] = (S) over cap(z)\alpha], and exhibits interesting nonclas sical properties as antibunching, sub-Poissonian statistics and squeez ing. Here we introduce a slight modification in the previous definitio n allowing us a proposal to generate the INSS. Nonclassical properties using a new set of parameters are also studied.