Abstract
Recently the authors have proposed a general theory called the resonating Hartree-Bogoliubov (Res. HB) theory to describe a superconducting fermion system with large quantum fluctuations. In order to show its usefulness, they apply the theory to a problem of describing resonance and multiple shapes taking place in transitional even nuclei. Such a resonance may be presented as suggested by the coexistence of different deformed nuclear shapes. To avoid an unnecessary complication, they adopt the simplest model consisting of two local energy minima of prolate and oblate shapes founded in a pairing plus quadrupole interaction model with three orbitals.
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