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Titlebook: SU(3) Symmetry in Atomic Nuclei; V. K. B. Kota Book 2020 Springer Nature Singapore Pte Ltd. 2020 Nuclear structure.Symmetries.SU(3).Deform

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Multiple ,(3) Algebras in Interacting Boson Model and Shell Model, . there will be multiple .(3) algebras. This then gives multiple .(3) algebras in the interacting boson models and also in the shell model. Presented are results for the .IBM and .IBM and for some SM examples in (.) and (.) spaces, for the four .(3) algebras in the (.) space and the eight algebras
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Book 2020ch are often considered to be  difficult and are avoided by most nuclear physicists. Explaining group algebras that apply to specific physical systems and discussing their physical applications, the book is a useful resource for researchers in nuclear physics. At the same time it helps experimentali
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(3) in Shell Model Based Approaches and Their Applications,as that may apply across the periodic table lead to the development and applications of pseudo-.(3), proxy-.(3) and . models in particular and also . scheme of the fermion dynamical symmetry model. These shell model based models are described in this chapter.
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,(3) in Interacting Boson–Fermion Models,l known Nilsson model in the asymptotic limit with the boson number (of the core nucleus involved) .. Examples from data for various .(3) limits are also presented. In addition, some results for .1 distributions with .IBM core and IBM-2 core are presented.
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).Highlights the importance of group theoretical models in n.This book provides an understandable review of SU(3) representations, SU(3) Wigner–Racah algebra and the SU(3) ⊃ SO(3) integrity basis operators, which are often considered to be  difficult and are avoided by most nuclear physicists. Expla
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