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Titlebook: GRMS or Graphical Representation of Model Spaces; Vol. 1 Basics W. Duch Book 1986 Springer-Verlag Berlin Heidelberg 1986 RMS.classification

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L̂z—adapted graphsumbers . of a single particle take many values . = 0,±1,±2… while for the spin only two values . = ±1/2 were possible. Orbitals (primitive states) with different . values should be represented by arcs of different slopes. There are two parameters demanding careful choice in order to make legible gra
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(L̂z,Ŝ2)—adapted graphsd by now. S-diagram is made from M-diagram by removing vertices corresponding to negative . values. The graph with α, . α… order of spin orbitals as well as four-slope graphs are a kind of extended M-diagrams: their paths, after doubly occupied orbitals are removed and dependence of arc slopes on .
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(Ĵ2,T̂2)—adapted graphslculation of the nuclear properties. Due to the nature of nuclear forces solutions of nuclear equations are sought in full many-particle spaces built from primitive functions, called in context of nuclear shell-model calulations’orbits’, that are almost always taken as harmonic oscillator functions
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