Abstract
Short-range correlations are introduced into the nuclear wave function using a unitary operator whose form was originally suggested by Villars. The modification of electric-dipole transition rates as calculated in the shell model is discussed and is found to be small for the correlation we have assumed. Further, the effective interaction to be used for shell-model calculations is considered in the context of this theory and specific suggestions as to the nature of this interaction are put forth. Finally, it is shown how a modified Hartree-Fock procedure can be constructed for a finite system having short-range correlations.
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