Abstract
A procedure presented in a previous paper has been generalized in order to describe collective properties of odd-mass nuclei. The problem has been considered first in the general case of fermions interacting by realistic two-body forces. The present classification of low lying states of odd nuclei has been confirmed. The lowest states can be separated in two groups: one-quasi-particle and phonon-particle states. From the general case a schematic model grounded on (pairing+P(2)) forces has been derived and applied to205Pb, in order to study the general features of wave functions.
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