作者: P. Kramer , G. John , D. Schenzle
DOI: 10.1007/978-3-322-85663-0_7
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摘要: Simple composite nucleon systems were characterized in section 6.2 by the assumption that internal orbital state of each system be stable under permutations. The occupation numbers these particles then form a weight w = (w1w2 ... wj) and stability group is S(w). partition f established through Gelfand pattern q. To this on permutational structure states we add specification any as an unexcited oscillator state. With choice obtain sections 7.2 7.3 closed analytic expressions for normalization interaction kernels. In 7.4 choose j 3 pass from kernels operators to representation. representation will used 10 study lightest nuclei.