The oscillator frequency in resonating-group-method calculations
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Structure of the ground and excited states in <inf>Λ</inf><sup>9</sup>Be nucleus
2021, Nuclear Physics ACitation Excerpt :Second, some part of the obtained resonance states may be considered as the Pauli resonance states. Appearance of a large number of resonance states in cluster systems has been discovered many years ago (see, for example, Refs. [50–57]). In Refs. [58,59] it has been shown with a simple two-cluster model systems how the Pauli resonances appear in the resonating group method calculations when different oscillator lengths are used for the interacting clusters.
Pauli repulsion of α-particles and the 3α overbinding problem
1987, Nuclear Physics, Section AReal generator-coordinate method and center-of-mass motion
1985, Nuclear Physics, Section AResonating-group-method calculation for the α-<sup>16</sup>O system with realistic oscillator frequencies
1985, Nuclear Physics, Section AResonating group method and frequency transformation
1984, Nuclear Physics, Section AComparison of various approximations for resonating group method basis states
1984, Physics Letters B
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