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- W2034208980 abstract "A necessary and sufficient condition is found for the tensor operators of U(n) to be multiplicity-free. At present all matrix elements for the multiplicity-free tensor operators of U(n) are known explicitly in closed form. The phase convention given by Wong in a previous paper is modified slightly. Some inconsistencies in the equations found in the two previous papers of Wong regarding phase factors are corrected. The present phase convention for the multiplicity-free Wigner and Racah coefficients of U(n) is the most general extension of the Condon–Shortley phase convention from U(2) to U(n)." @default.
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- W2034208980 date "1979-12-01" @default.
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- W2034208980 title "On the multiplicity‐free Wigner and Racah coefficients of U(<i>n</i>)" @default.
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- W2034208980 doi "https://doi.org/10.1063/1.524046" @default.
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