irreducible represenation of Lie algebra sl_3



Is there for sl_3 something like to Clebsch-Gordon decomposition
formulae for tensor product of two irreducible representation of sl_2?
Let T_(a,b) and T_(c,d) be two irreducible represenation of sl_3, here
a,b,c,d are natural numbers. What is exact decomposition T_(a,b) x
T_(c,d)? Here x is tensor product.

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