Applications in Nuclear Structure of a Family of Q-Deformed Algebras
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We show how the introduction of a single parameter, which defines a family of q-deformed algebras, may be exploited to yield a much richer su q (2) like analytical spectrum than in the standard analysis. Generalizations to a q-deformed su q (3) algebra, which retains links to the standard Elliott model, are also briefly discussed.
KeywordsCommutation Relation Tensor Operator Irreducible Tensor Operator Quantum Group Symmetry High Rank Case
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