Abstract
The outer-product reduction coefficients (ORC) of the graded state permutation group, which differ from the ORC of the ordinary permutation group only in signs, have been identified with the Clebsch-Gordan coefficients (CGC) for the special Gel'fand basis of the graded unitary group SU(m/n). The CGC for a general Gel'fand basis of SU(m/n) can be easily obtained from those for the special one. Tables of the SU(m/n) CGC are presented which are valid for arbitrary m and n.
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