A Data View of Nuclear Symmetries
ORAL · Invited
Abstract
Symmetries in nuclei are generally introduced via mathematical properties of models and a
general applicability of the models to fitting data, but rigorous confrontation of the existence of
symmetries in nuclei with data is rare or non-existent. The well-established views of axially
symmetry (nuclear deformation) and quasispin SU(2) dynamical symmetry (many-body pairing
in spherical nuclei) are introduced and their limitations explored based on data. Less well-
established views, such as SO(5) symmetry and five-dimensional collective models, are then
sketched. A need to adhere more closely to a data-based view and simple models is urged;
complex and intricate models appear less tenable than simple mixing of configurations defined
by elementary models.
general applicability of the models to fitting data, but rigorous confrontation of the existence of
symmetries in nuclei with data is rare or non-existent. The well-established views of axially
symmetry (nuclear deformation) and quasispin SU(2) dynamical symmetry (many-body pairing
in spherical nuclei) are introduced and their limitations explored based on data. Less well-
established views, such as SO(5) symmetry and five-dimensional collective models, are then
sketched. A need to adhere more closely to a data-based view and simple models is urged;
complex and intricate models appear less tenable than simple mixing of configurations defined
by elementary models.
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Presenters
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John L Wood
Georgia Institute of Technology
Authors
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John L Wood
Georgia Institute of Technology