  Three aspects of the SU(3) fusion coefficients are revisited: the generating
polynomials of fusion coefficients are written explicitly; some curious
identities generalizing the classical Freudenthal-de Vries formula are derived;
and the properties of the fusion coefficients under conjugation of one of the
factors, previously analysed in the classical case, are extended to the affine
algebra of su(3) at finite level.
