A simultaneous center-of-mass correction of nucleon density and momentum distributions in nuclei

The approach exposed in the recent paper has been applied in studying the center-of-mass motion effects on the nucleon density and momentum distributions in nuclei. We use and develop a formalism based upon the Cartesian or boson representation, in which the coordinate and momentum operators are expressed through the creation and annihilation operators for oscillator quanta in three different space directions. We are focused upon effects due to the center-of-mass and short-range nucleon correlations embedded in translationally invariant ground-state wavefunctions