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- W1985201711 abstract "For the exceptional Lie algebra E6 minimal SO(3) tensor operator realizations are constructed which correspond to the maximal decomposition of E6 in the respective chains E6⊃F4⊃SO(3), E6⊃SU(3)⊗G2⊃SO(3)⊗SO(3), E6⊃F4⊃SO(3)⊗G2⊃SO(3)⊗SO(3), E6⊃Sp(8)⊃SO(3), and E6⊃G2⊃SO(3). Two particular realizations are shown to provide a basis in which certain structural zeros of Racah’s 6j-symbol can be explained." @default.
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- W1985201711 date "1984-09-01" @default.
- W1985201711 modified "2023-09-27" @default.
- W1985201711 title "Tensor operator realizations of <i>E</i>6 and structural zeros of the 6<i>j</i>-symbol" @default.
- W1985201711 cites W2084252547 @default.
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- W1985201711 doi "https://doi.org/10.1063/1.526486" @default.
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