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In this paper we demonstrate that a simple nucleon-pair picture, previously investigated for semi-magic even-even nuclei, survives in both odd-mass semi-magic nuclei and a few neutron-rich open-shell nuclei. This is exemplified by low-lying states of the semi-magic nuclei ^43-48Ca and three open-shell nuclei ^132Cd, ^131Ag, and ^130Pd, calculated with effective interactions. Not only the generalized-seniority-zero, -one and -two states, but also states with larger seniority numbers are shown to be well represented by one-dimensional nucleon-pair wave functions. Very interestingly, such one-dimensional nucleon-pair wave functions are readily adopted to be those with the lowest expectation energies among all nucleon-pair basis states. This provides us with a simple approach to study yrast states of semi-magic nuclei as well as yrast states of open-shell nuclei with only a few valence nucleons.
Cheng et al. (Wed,) studied this question.