Abstract
The Hartree-Fock and Brueckner theories are applied to the nucleus 4He. A truncated finite space of single-particle oscillator states is used, and different choices of the particle spectrum in Brueckner theory are considered. Results for the total binding energies and wound integrals are presented for the Reid soft-core potential and sets of phase-shift equivalent potentials generated from the Reid potential by a rank-one unitary transformation. The relation of the results to the position of the Emery singularities is investigated.
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